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<channel>
	<title>Greg Knows Water</title>
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	<link>http://gregknowswater.com</link>
	<description>Water Quality Expert</description>
	<lastBuildDate>Mon, 14 May 2012 23:33:03 +0000</lastBuildDate>
	<language>en</language>
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		<title>Pentair Performance Bulletin &#8211; 0635 Use of Lubricants on Components</title>
		<link>http://gregknowswater.com/pentair-performance-bulletin-0635-use-of-lubricants-on-components/</link>
		<comments>http://gregknowswater.com/pentair-performance-bulletin-0635-use-of-lubricants-on-components/#comments</comments>
		<pubDate>Mon, 14 May 2012 15:11:44 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[General]]></category>
		<category><![CDATA[lubricant]]></category>
		<category><![CDATA[pentair]]></category>
		<category><![CDATA[silicone]]></category>

		<guid isPermaLink="false">http://gregknowswater.com/?p=936</guid>
		<description><![CDATA[PERFORMANCE BULLETIN 0635 Use of Lubricants on Components When using lubricants on components, it is important of use the proper type. Silicone Compound (available from Pentair®), is strongly recommended for the best possible results for seal and spacer kits. The use of silicone based products that are sealants or have binding ingredients in them, like [...]]]></description>
			<content:encoded><![CDATA[<p><strong>PERFORMANCE BULLETIN 0635</strong><strong><br />
</strong><strong>Use of Lubricants on Components</strong></p>
<p>When using lubricants on components, it is important of use the proper type. Silicone Compound (available from Pentair®), is strongly recommended for the best possible results for seal and spacer kits. The use of silicone based products that are sealants or have binding ingredients in them, like DOW111 can be used for non-moving O-rings or seals. They are not recommended for seal and spacer kits. These types of lubricants can cause the injector to become plugged, increase drive forces and cause damage to the seal and spacer kit. When using silicone seals do not use any type of lubrications other than water. The use of other types of lubricants may attack the control&#8217;s plastic or rubber components.<br />
<a href="http://pentairaquapro.us1.list-manage2.com/track/click?u=52c1eb973bc595a4460b15d26&amp;id=fed5421bd6&amp;e=f1ace81b7c"><strong><br />
Click here</strong></a> for a PDF of the complete performance bulletin 635.</p>
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		<item>
		<title>7000 Elbow Kit B.O.M. Change</title>
		<link>http://gregknowswater.com/7000-elbow-kit-b-o-m-change/</link>
		<comments>http://gregknowswater.com/7000-elbow-kit-b-o-m-change/#comments</comments>
		<pubDate>Thu, 10 May 2012 15:35:07 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[General]]></category>
		<category><![CDATA[7000]]></category>
		<category><![CDATA[fleck]]></category>
		<category><![CDATA[pentair]]></category>

		<guid isPermaLink="false">http://gregknowswater.com/?p=932</guid>
		<description><![CDATA[PERFORMANCE BULLETIN 0632 7000 Elbow Kit  B.O.M. Change We have made the change to the 61601 KIT, ELBOW, 90 DEGREE bill of material. The 90o elbow kit will now consist of the following parts and quan tities: Part #        Description                         [...]]]></description>
			<content:encoded><![CDATA[<p><strong>PERFORMANCE BULLETIN 0632</strong><strong><br />
</strong><strong>7000 Elbow Kit </strong></p>
<p><a href="http://gregknowswater.com/7000-elbow-kit-b-o-m-change/7000-new-elbow-kit/" rel="attachment wp-att-933"><img class="size-medium wp-image-933 alignright" title="7000 new elbow kit" src="http://gregknowswater.com/wp-content/uploads/7000-new-elbow-kit-263x300.jpg" alt="Fleck 7000 New Elbow Kit and part numbers" width="263" height="300" /></a></p>
<p><strong></strong><strong>B.O.M. Change</strong></p>
<p>We have made the change to the 61601 KIT, ELBOW, 90 DEGREE bill of material. The 90<sup>o</sup> elbow kit will now consist of the following parts and quan</p>
<p>tities:</p>
<p><strong>Part #        Description                                     Qty</strong><br />
40576        CLIP, H, PLASTIC, 7000                       2<br />
40951        O-RING,-220                                               2<br />
n/a             FITTING,ELBOW,1 1/4&#8243; 90 DEG.          2</p>
<p>This will allow you to purchase one kit for one valve. The list price has changed to reflect the new bill of material. Please call your Customer Care or Inside Sales Manger for the new list price.</p>
<p><strong>DOWNLOADS</strong><br />
1. <a href="http://pentairaquapro.us1.list-manage.com/track/click?u=52c1eb973bc595a4460b15d26&amp;id=dc5ea64c52&amp;e=f1ace81b7c"><strong>Click here</strong></a> to download PDF of this bulletin.</p>
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		<item>
		<title>Frack Water Market to Grow Nine-fold to $9 Billion in 2020, Boosting New Technologies</title>
		<link>http://gregknowswater.com/frack-water-market-to-grow-nine-fold-to-9-billion-in-2020-boosting-new-technologies/</link>
		<comments>http://gregknowswater.com/frack-water-market-to-grow-nine-fold-to-9-billion-in-2020-boosting-new-technologies/#comments</comments>
		<pubDate>Wed, 09 May 2012 16:26:45 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[Opinions]]></category>
		<category><![CDATA[electrocoagulation]]></category>
		<category><![CDATA[fracking]]></category>
		<category><![CDATA[gas]]></category>
		<category><![CDATA[hydraulic]]></category>
		<category><![CDATA[hydrocarbons]]></category>
		<category><![CDATA[oil]]></category>
		<category><![CDATA[petroleum]]></category>

		<guid isPermaLink="false">http://gregknowswater.com/?p=929</guid>
		<description><![CDATA[PRESS RELEASE May 1, 2012, 7:30 a.m. EDT Frack Water Market to Grow Nine-fold to $9 Billion in 2020, Boosting New Technologies Shale gas is poised to expand outside the U.S., offering 28% annual growth in water treatment, but risks overexposure for start-ups chasing the market, says Lux Research. &#160; BOSTON, May 01, 2012 (BUSINESS [...]]]></description>
			<content:encoded><![CDATA[<div id="above">
<div id="aboveleft">
<p id="columnname">PRESS RELEASE</p>
<p id="lastupdate">May 1, 2012, 7:30 a.m. EDT</p>
<h1>Frack Water Market to Grow Nine-fold to $9 Billion in 2020, Boosting New Technologies</h1>
<p><img class="alignleft" src="http://mw1.wsj.net/MW5/content/story/images/PR-Logo-Businesswire.gif" alt="" width="184" height="74" /></p>
<h2>Shale gas is poised to expand outside the U.S., offering 28% annual growth in water treatment, but risks overexposure for start-ups chasing the market, says Lux Research.</h2>
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<div id="mainstory">
<article itemscope="" itemtype="http://nik.io/v1/schema/Article">
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<div><img id="image201" class="alignright" src="http://www.marketwatch.com/Story/story/RenderImage?guid=3c84e6dbdcd8482b83b55af7b311f628&amp;imageID=201" alt="" width="120" height="28" /></div>
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<p>&nbsp;</p>
<p id="">BOSTON, May 01, 2012 (BUSINESS WIRE) &#8212; With hydraulic fracturing, or &#8220;fracking&#8221; &#8212; the use of high pressure water to help extract previously inaccessible shale gas &#8212; eager to replicate its success outside the U.S., the market for water treatment will grow nine-fold to $9 billion in 2020. This expansion will spur technology innovation and novel thinking about water disposal and reuse, but the field is rapidly growing overcrowded, creating significant risk for new entrants, Lux Research said in a report.</p>
<p id="">Fracking requires between 4,000 m(3) and over 22,000 m(3) (25,000 bbl to 140,000 bbl) of water per well and produces toxin-laced brine that can be more than six times as salty as the sea. Its growth has energized the water industry, inspiring a bumper crop of new water treatment startups vying to treat the highly challenging flowback water.</p>
<p id="">&#8220;Fracking represents a significant water treatment challenge &#8212; hydrocarbons, heavy metals, scalants, microbes, and salts in produced and flowback water from shale gas wells represent a water treatment challenge on par with the most difficult industrial wastewaters,&#8221; said Brent Giles, Lux Research Analyst and the lead author of the report titled, &#8220;Risk and Reward in the Frack Water Market.&#8221;</p>
<p id="">&#8220;While the opportunity is large, only a few companies are really positioned to profit. Meanwhile, nearly every start-up we talk to is going after frack water, regardless of their technology, and many of them are going to come to grief,&#8221; he added.</p>
<p id="">Lux Research positioned key companies on the Lux Innovation Grid based on their Technical Value and Business Execution &#8212; companies that are strong on both axes reach the &#8220;Dominant&#8221; quadrant &#8212; and also assessed each company&#8217;s maturity, and provided an overall Lux Take. Among its findings:</p>
<p id="">&#8211; WaterTectonics has technology and alliances. WaterTectonics&#8217; high-energy electrocoagulation technology addresses heavy metals, biological matter, and hydrocarbons, but leaves salt in place, meaning its use is restricted to areas where salt levels are moderate. Still, with its long-term alliance with Halliburton, WaterTectonics reaches the &#8220;Dominant&#8221; quadrant.</p>
<p id="">&#8211; EcoSphere, AquaMost lead in oxidation technologies. EcoSphere combines ozone, cavitation, and electrochemistry, and the $9 million company leads in the &#8220;Dominant&#8221; quadrant. AquaMost, an early-stage startup, uses catalyzed UV to achieve many of the same results, but also removes metals. It ranks as &#8220;High potential&#8221; with strong technical value.</p>
<p id="">&#8211; GasFrac is poised to disrupt the industry. GasFrac, with technology licensed from Chevron, uses high-pressure propane, rather than high-pressure water, to fracture gas wells. Its technology is being tested by Shell, Blackbrush, Husky, and Chevron, among others. With 300 employees, revenues of $300 million, and $50 million on hand, the profitable company outstrips every water start-up in our lineup, positioned in the &#8220;Dominant&#8221; quadrant and earning a &#8220;Strong Positive&#8221; Lux Take.</p>
<p id="">The report, titled &#8220;Risk and Reward in the Frack Water Market,&#8221; is part of the Lux Research Water Intelligence service.</p>
<p id="">About Lux Research</p>
<p id="">Lux Research provides strategic advice and on-going intelligence for emerging technologies. Leaders in business, finance and government rely on us to help them make informed strategic decisions. Through our unique research approach focused on primary research and our extensive global network, we deliver insight, connections and competitive advantage to our clients. Visit www.luxresearchinc.com for more information.</p>
<p id="">SOURCE: Lux Research, Inc.</p>
<pre>
        Lux Research, Inc.
        Carole Jacques, 617-502-5314
        carole.jacques@luxresearchinc.com</pre>
</article>
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		<title>Pentair Water Treatment &#8211; Fleck 3214NXT Timer Update</title>
		<link>http://gregknowswater.com/pentair-water-treatment-fleck-3214nxt-timer-update/</link>
		<comments>http://gregknowswater.com/pentair-water-treatment-fleck-3214nxt-timer-update/#comments</comments>
		<pubDate>Wed, 09 May 2012 02:58:12 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[General]]></category>
		<category><![CDATA[3214nt]]></category>
		<category><![CDATA[commercial]]></category>
		<category><![CDATA[industrial]]></category>
		<category><![CDATA[pentair]]></category>

		<guid isPermaLink="false">http://gregknowswater.com/?p=925</guid>
		<description><![CDATA[Fleck 3214NXT Timer Update We have revised the 3200NXT multi-language timer to in order to make all system types available. The system types are as follows: System 4 Single System System 5 Interlock System System 6 Series System System 7 Alternating System System 9 Alternating System System 14 Demand Flow System The ordering guide price [...]]]></description>
			<content:encoded><![CDATA[<p><strong><br />
</strong><strong>Fleck 3214NXT Timer Update</strong></p>
<p>We have revised the 3200NXT multi-language timer to in order to make all system types available. The system types are as follows:</p>
<p>System 4 Single System<br />
System 5 Interlock System<br />
System 6 Series System<br />
System 7 Alternating System<br />
System 9 Alternating System<br />
System 14 Demand Flow System</p>
<p>The ordering guide price adder for the 3200NXT timer will remain the same.</p>
<p>Effective immediately, we have discontined the 3214NXT multi-language timer. Previously we have had three different versions of the timer. The following is a list of former versions of the 3214NXT timer and the dates of manufacture:</p>
<p>3214NT                                                Feb 2006 &#8211; Oct 2007<br />
3214NXT                                              Oct 2007 &#8211; Apr 2011<br />
3214NXT Multi-Language                     Apr 2011 &#8211; Feb 2012</p>
<p>The new upgrade to the 3200NXT will communicate as follows:</p>
<p>3214NT                                                Will not communicate<br />
3214NXT                                              Will not communicate<br />
3214NXT Multi-Language             Will communicate</p>
<p>We have conversion kits available for replacing the 3200NT, 3214NT’s and 3214NXT to the new 3200NXT. If one of the timers needs to be replaced in a 2 – 4 unit system, they will all need to be replaced. The following are the part numbers and descriptions of the conversion kits.</p>
<p>61683-02                                             TIMER KIT,CONVERSION,3200NXT,DUPLEX<br />
61683-03                                             TIMER KIT,CONVERSION,3200NXT,TRIPLEX<br />
61683-04                                             TIMER KIT,CONVERSION,3200NXT,QUADPLEX</p>
<p>The new 3200NXT timer part number will be 42466-11 and will replace part number 42466-21.</p>
<p><strong>DOWNLOADS</strong><br />
1. <a href="http://pentairaquapro.us1.list-manage1.com/track/click?u=52c1eb973bc595a4460b15d26&amp;id=fb5247ce72&amp;e=f1ace81b7c"><strong>Click here</strong></a> to download PDF of this bulletin</p>
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		<title>AvantaPure Logix &#8211; Brine prep time increase</title>
		<link>http://gregknowswater.com/avantapure-logix-brine-prep-time-increase/</link>
		<comments>http://gregknowswater.com/avantapure-logix-brine-prep-time-increase/#comments</comments>
		<pubDate>Tue, 01 May 2012 22:47:44 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[General]]></category>
		<category><![CDATA[Tutorials]]></category>
		<category><![CDATA[autotrol]]></category>
		<category><![CDATA[AvantaPure]]></category>
		<category><![CDATA[Logix]]></category>
		<category><![CDATA[pentair]]></category>

		<guid isPermaLink="false">http://gregknowswater.com/?p=922</guid>
		<description><![CDATA[The AvantaPure Logix software used on Pentair&#8217;s Autotrol 269 valves is being updated to allow for longer brine prep time of 120 minutes. Along with this change, the default Regeneration Start time is being adjusted to 12:01 AM. With these changes, if the time of regeneration is left at 12:01 AM, the valve will index [...]]]></description>
			<content:encoded><![CDATA[<p>The AvantaPure Logix software used on Pentair&#8217;s Autotrol 269 valves is being updated to allow for longer brine prep time of 120 minutes. Along with this change, the default Regeneration Start time is being adjusted to 12:01 AM.</p>
<p>With these changes, if the time of regeneration is left at 12:01 AM, the valve will index to Brine Refill at 12:01 AM. Treated water remains available to service during the Brine Refill step.  After refill, the valve will return to Service for the Brine Prep two hour period. Backwash will start shortly after 2 AM. No other changes are being made at this time.</p>
<p>The above updates will become effective with software version 3.06, R06, which will start shipping from Pentair&#8217;s factory the week of April 30, 2012.</p>
<p>If there are any questions please contact your Regional Sales Manager or Technical Support.</p>
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		<item>
		<title>WC&amp;P Online &#8211; Ask the Expert</title>
		<link>http://gregknowswater.com/wcp-online-ask-the-expert/</link>
		<comments>http://gregknowswater.com/wcp-online-ask-the-expert/#comments</comments>
		<pubDate>Mon, 16 Apr 2012 18:37:47 +0000</pubDate>
		<dc:creator>Greg Reyneke</dc:creator>
				<category><![CDATA[General]]></category>
		<category><![CDATA[Opinions]]></category>
		<category><![CDATA[bacteria]]></category>
		<category><![CDATA[ceramic]]></category>
		<category><![CDATA[cyst]]></category>
		<category><![CDATA[emergency]]></category>
		<category><![CDATA[virus]]></category>

		<guid isPermaLink="false">http://gregknowswater.com/?p=916</guid>
		<description><![CDATA[Ask the Expert: Ceramic Filters Q: I am curious about the cleaning of MSR ceramic filters. All instruction manuals indicate that the ceramic filter can be scrubbed and rinsed to expose a newly useable layer of ceramic, and they do indicate that clean water should be used in the rinsing. I haven&#8217;t found any reference to [...]]]></description>
			<content:encoded><![CDATA[<p><strong><a href="http://www.wcponline.com/enews.cfm?ID=5169&amp;CD=&amp;D=1&amp;SCD=">Ask the Expert: Ceramic Filters</a></strong></p>
<p><strong><a id="TB_ImageOff" title="Close" href="http://cascadedesigns.com/msr/water-treatment-and-hydration/expedition-water-treatment-and-hydration/miniworks-ex-microfilter/product"><img id="TB_Image" class="alignleft" style="margin-top: 3px; margin-bottom: 3px; margin-left: 6px; margin-right: 6px;" src="http://cascadedesigns.com/images/product/large/msr_miniworks.jpg" alt="" width="384" height="450" /></a>Q:</strong> <em>I am curious about the cleaning of MSR ceramic filters. All instruction manuals indicate that the ceramic filter can be scrubbed and rinsed to expose a newly useable layer of ceramic, and they do indicate that clean water should be used in the rinsing. I haven&#8217;t found any reference to the importance of using clean water. I am trying to convince a group of backpackers that their technique of washing the filter off in the stream they are filtering water from is contaminating the clean water supply, but cannot find any sources to validate my claims. Do you know of any research, articles, or references I could point them towards so that I may hike safely with them in the future</em>?<br />
<strong><em>Colleen Lambo<br />
Cincinnati Zoo and Botanical Gardens</em></strong></p>
<p><strong>A:</strong> I don’t know of any legitimate peer-reviewed research data out there to conclusively validate or invalidate the question. Anecdotally from my experience with Katadyn and Doulton/Fairey Industrial ceramic products in military and civilian applications, the manufacturers emphasize &#8216;clean&#8217; water for the scrub and rinse to ensure that the cleaning process doesn’t introduce additional large particles/biofilm that would subsequently plug the pores in the ceramic candle and negate the benefits of the scrubbing.</p>
<p>I hope that comfort can be given towards contaminating the clean water supply by thinking about the net organic/pathogenic loading from the small quantity of contaminant being scrubbed off into the stream and realizing it is really no worse than the excrement from a small mammal or bird (fish also excrete in streams). The small volume is quickly diluted and oxidized, so I certainly wouldn’t lose any sleep over it. The miniscule amount of ceramic that is scrubbed off is diatomaceous and no different than the bulk of insoluble sediment in the stream already. If one wanted to be extremely careful, the bulk of the material could be scraped off into a cat-hole (located at least six feet from the water source), rinsed into the hole with water taken from the stream and then burying it all.<br />
<strong><em>Greg Reyneke, CWS-VI<br />
Intermountain Soft Water</em></strong></p>
<p><strong>A:</strong> I concur with Greg’s assessment of the cleaning process of the ceramic surface of the filters. If the cartridges are open on both ends, then it would be a fatal mistake to rinse those in an open stream or other non-potable water source. The candle-type filters that are closed on one end are recommended for the outfitter program. The outlet tip of the filter can be capped to keep the internal area of the filter from being contaminated. I would recommend keeping a separate cleaning vessel dedicated with a known water quality for cleaning. This will take a little bit of planning but it is well worth the effort when you consider the health problems associated with <em>Giardia lamblia</em> and other pathogens that can create gastrointestinal problems that require harsh antibiotics to restore health.</p>
<p>When cleaning the filter(s), use a good plastic stiff bristle brush for scrubbing the outside of the ceramic cartridge. Another point that should be taken into consideration is the care of your hands. If you have open cuts or abrasions on your hands, you would be well advised to pack several pairs of latex gloves to help prevent getting any bugs from setting up housekeeping internally. It is always advisable to wash your hands thoroughly after cleaning the cartridge so you don’t accidentally ingest the very thing you are trying not to ingest in the first place.</p>
<p>As an aside, there are some very high-quality drinking water straws that claim 99.999-percent removal of pathogens from the water that are easy to pack and maintain in the field. These straws use a special porous membrane that has proven to be as effective as the ceramic filters. Perhaps the writer could research that as well. I will look into this issue further at her request.<br />
<strong><em><a href="http://www.goodwatercompany.com/">Gary Battenberg<br />
Good Water Company</a></em></strong></p>
<p><strong>A:</strong> I think the whole purpose in cleaning these filters is to remove whatever is clogging them up without getting any of it on the inside of the filter. To that end, I don&#8217;t see any reason to use a clean water source or not to use a questionable water source. Whatever is available.<br />
<strong><em><a href="http://chubbknowswater.com/">C. F. &#8216;Chubb&#8217; Michaud, CWS-VI<br />
Systematix, Inc.</a></em></strong></p>
<p><em>Editor&#8217;s note:</em> Some discussion resulted over the possible use of urine, as it has been widely believed to be sterile. A recent <a href="http://www.loyolamedicine.org/News/News_Releases/news_release_detail.cfm?var_news_release_id=973441738">study from Loyola University</a>, however, disputes this position. It indicates urine is not sterile and does indeed harbor bacteria. In response to the additional information, the following comments were elicited:</p>
<p>&#8220;It would certainly be better to use clean water, but I would not use urine. The good side of rinsing off the residue in the stream is that it won&#8217;t have the concentrated contaminants that are on the surface of the filter.&#8221;<br />
<strong><em><a href="http://www.cartwright-consulting.com/">Peter S. Cartwright, PE<br />
Cartwright Consulting</a></em></strong></p>
<p>&#8220;The key is clarity or lack of solids in the cleaning fluid. The word clean shouldn’t be inferred to mean sterile, merely &#8216;clear&#8217; – devoid of large particulates and suspended solids. The cleaning fluid is used on the influent side of the ceramic barrier, so any pathogenic/non-pathogenic organisms will be captured and prevented from passing through to the other side, assuming that they’re larger than the filter’s absolute pore size. A smart hiker will understand the dynamics of the tools that they are using for life preservation and work with them accordingly. From a practical perspective, microfilters like this are designed to reject sub-micron particles, and a properly designed/deployed prefilter is key to minimizing maintenance. The challenge presented to the filter should be proportional to the pore size. Pumping muddy sludge into the filter will plug it much faster than allowing turbid water to settle, or even filtering it through a simple filter to clarify. An old sock is better than nothing as a prefilter to prevent large particulate from plugging the ceramic.&#8221; <em>Greg Reyneke</em></p>
<p>&#8220;I see no need to be concerned with drying. Just don&#8217;t get questionable water used for cleaning on the INSIDE of the filter. These filters works as barriers. Water can squeeze through the pores but critters cannot.&#8221; <strong><em><a href="http://chubbknowswater.com/">C. F. &#8216;Chubb&#8217; Michaud</a></em></strong></p>
<p>&nbsp;</p>
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		<title>Aquaceuticals &#8211; Drink to your health &#8211; Part 2</title>
		<link>http://gregknowswater.com/aquaceuticals-drink-to-your-health-2/</link>
		<comments>http://gregknowswater.com/aquaceuticals-drink-to-your-health-2/#comments</comments>
		<pubDate>Sun, 15 Apr 2012 14:03:51 +0000</pubDate>
		<dc:creator>Greg Reyneke</dc:creator>
				<category><![CDATA[Dealer Dynamics]]></category>
		<category><![CDATA[aquaceutical]]></category>
		<category><![CDATA[calcium]]></category>
		<category><![CDATA[filter]]></category>
		<category><![CDATA[health]]></category>
		<category><![CDATA[purifier]]></category>
		<category><![CDATA[reverse osmosis]]></category>
		<category><![CDATA[wqa]]></category>

		<guid isPermaLink="false">http://gregknowswater.com/?p=892</guid>
		<description><![CDATA[A smart dealer wanting to learn about aquaceuticals needs to quickly develop a broad understanding of the key concepts in this fascinating and rapidly growing segment of the water quality improvement industry. Our customers turn to aquaceuticals because they believe in the value of liquid nutrition. Solid pills and powder-filled capsules are generally less effectively [...]]]></description>
			<content:encoded><![CDATA[<p>A smart dealer wanting to learn about aquaceuticals needs to quickly develop a broad understanding of the key concepts in this fascinating and rapidly growing segment of the water quality improvement industry. Our customers turn to aquaceuticals because they believe in the value of liquid nutrition. Solid pills and powder-filled capsules are generally less effectively absorbed through the human gastro-intestinal (GI) tract than liquid formulations. Aquaceuticals generally come in two varieties: premixed and self-mix. Intelligent customers inevitably gravitate towards the self-mix, since it costs less and they can use their own purified water to mix the supplement into a usable form instead. Aquaceutical concentrates will mix best with purified water since there are no contaminants like metals, minerals, or disinfectants and their byproducts to interfere with the mixing process. <span style="text-decoration: underline;"><strong>Clean, purified water is the building block upon which all good aquaceutical formulations are built</strong></span>.</p>
<p><strong>Metals and minerals</strong></p>
<p>Trace minerals serve as catalysts to vitamin uptake within the cells of the human body. They are essential to our daily health, and have specific minimum daily requirements depending on our body size and level of stress. Unfortunately, this requirement usually goes unmet when living the hectic modern lifestyle. The following are just a few of the trace minerals that should be included in a healthful daily diet, and can be obtained through organic foods and nutritional supplements like aquaceuticals.</p>
<p><strong>Boron</strong> is a trace mineral that provides metabolic benefits in the human body. Though its exact role in the body is relatively unknown, recent experimental studies indicate that boron may be essential for energy utilization and the creation and preservation of bone.</p>
<p><strong>Iodine</strong> is an important trace mineral, though it is often misunderstood.  A deficiency of iodine results in goiters, lower vitality, lower metabolism and the inability to think logically. Iodine is essential for proper thyroid function.</p>
<p><strong>Lithium</strong> is a trace mineral that interacts only with sodium. It can be obtained from drinking water and is essential to balancing the part of the brain that dictates behavioral and emotional behaviors.</p>
<p><strong>Magnesium</strong> is an abundant element in the body and it is closely related to calcium and phosphorus as far as functions go. About 70 percent of all magnesium is contained in the bones and teeth and the rest is found in the cells of the soft tissue of the body.</p>
<p><strong>Manganese</strong> is a natural muscle builder, and it is also known to strengthen bones and ligaments. It is usually found in the bone, liver, kidneys, heart, pituitary gland, pancreas, spleen and intestines.</p>
<p><strong>Molybdenum</strong> is an essential trace mineral that is found concentrated in the liver, adrenal glands, kidneys, bones and skin. Most people obtain molybdenum from milk and other dairy products, dried legumes, organ meats and whole grains.</p>
<p><strong>Phosphorus</strong> is a vital essential mineral because it provides a wide range of functions throughout the body. It is not only involved in bone and teeth formation, but also the metabolism of every cell in the human body.</p>
<p><strong>Selenium</strong> is a trace mineral that helps to prevent oxygen damage to the cell membrane. Cell membranes are critical for the proper absorption of nutrients and the elimination of toxic wastes. It’s also known to be a powerful antioxidant.</p>
<p><strong>Silicon</strong> is a trace mineral that is found in the hair and skin. It is important in the formation of the collagen found in bone, cartilage and other connective tissues. It is also necessary for the formation of other connective tissues like elastin, which help maintain the integrity of the elastic quality of blood vessels – an important feature of blood pressure control – and other tissues.</p>
<p><strong>Sodium</strong> is a major component of positively charged ions found in cellular tissue. An adequate amount of sodium is important to the overall function of the human body.</p>
<p>&nbsp;</p>
<p><strong>Organics, inorganics and chelation</strong></p>
<p>It is critical to grasp the difference between organic and inorganic metal and mineral compounds. Being mammalian organisms, we require specialized types of nutrients and other co-factors to survive and thrive. For example, our bodies require iron to live; we can get iron from nails or from liver…which one is better for your body? Inorganic minerals are not readily metabolized by humans; we require them to be preprocessed by another organism, making them biogenic. When we consume inorganic minerals, our body attempts to convert them to a biogenic compound through a process known as chelation. This chelation process is often disturbed or incomplete, meaning the minerals will exit your body without ever being absorbed and put to good use. Biomolecules can be produced through plants and animals as well synthetically by reacting minerals with ligands such as glycine. The food chain exists for a very important reason; vendors selling ground up dirt are not helping their customers’ health.</p>
<p><strong>Acidity, alkalinity and pH</strong></p>
<p>pH describes the acidity or basicity of an aqueous solution along a logarithmic scale from 0 to 14. ‘Pure’ water has a neutral pH, close to 7.0 at 77 °F (25 °C). Solutions with a pH less than 7 are described as acidic and solutions with a pH greater than 7 are basic or alkaline. Since alkalinity is the sum of the bicarbonate (HCO3-), carbonate (CO3-2) and hydroxide (OH-) buffers, it measures the ability of a solution to neutralize acids. Evidently pH and alkalinity are not the same thing at all. Most of the medical literature indicates that human bodies function well with the appropriate reserves of alkalinity to buffer acidic byproducts of metabolism. Healthy blood is slightly alkaline, and some studies suggest that acidity in the human body can be correlated to a broad spectrum of health maladies. Many enterprising individuals sell ionizing machines and supplements that raise pH, playing in a lack of consumer education. Purchasing an ionizing machine or supplement that only raises pH and not total alkalinity is like trying to cool a room with an ice-cube. At the 2012 WQA Aquatech Convention in Las Vegas, NV, Robert Slovak presented an excellent lecture on the differences between pH and alkalinity specifically as pertaining to human health and nutrition. You’d be wise to review the presentation notes to further assist in your understanding of this subject.</p>
<p><strong>Antioxidants, oxidants and ORP</strong></p>
<p>Experienced water quality improvement professionals will be familiar with ORP. We use ORP measurements (oxidation reduction potential) as an indicator of the effectiveness of oxidizing disinfectants in water, like chlorine and bromine. A positive ORP voltage indicates oxidizing potential, with higher numbers indicating greater disinfection capacity. The alternative health industry has begun promoting the value of ‘negative ORP’ in describing solutions that are anti-oxidants. Negative ORP water has been attributed with numerous health benefits such as increasing cellular hydration, raising physical and mental energy levels, contributing to mitochondrial ATP production, neutralizing free radicals, restoring beneficial intestinal flora, and even curing certain cancers.</p>
<p><strong>Vitamins and electrolytes</strong></p>
<p>An electrolyte is any substance containing free ions to make the substance electrically conductive. Electrolytes are generally solutions of acids, bases or salts. The human body requires specific electrolytes to function properly, especially during periods of exertion or stress. Sodium and potassium salts are the most common forms of electrolytes supplied in aquaceutical concentrates. Vitamins are organic compounds required as vital nutrients in tiny amounts that cannot be synthesized in our bodies and must be supplied from an external source. Vitamins perform a number of biochemical functions. Some vitamins regulate mineral metabolism and others regulate growth and differentiation of cells and tissue. Others function as antioxidants like vitamin E and vitamin C. Most vitamins function as precursors for enzyme cofactors that help enzymes in their work as catalysts in metabolism. Aquaceutical concentrates will generally include vitamins that are not lipid-bound. It is important that a vitamin formulation be manufactured in a way that the ingredients are biochemically balanced and that interfering factors are minimized.</p>
<p><strong>Liquids, powders and effervescence</strong></p>
<p>Aquaceutical concentrates come in a number of forms, with liquids generally being the least shelf-stable. Most manufacturers elect to supply powders and compressed effervescent tablets that quickly dissolve in purified water. Aquaceutical concentrates should always be stored in a temperature-controlled environment to maximize longevity and potency.</p>
<p>It is clear that there are a myriad of aquaceutical options available for the progressive water dealer. There is also a lot of good and bad information out there. It is easy to get confused and discouraged without proper guidance. Research carefully, find good vendors that you can trust, and make sure you understand what you’re selling.</p>
<p>&nbsp;</p>
<p><strong><span style="text-decoration: underline;">References:</span></strong></p>
<p>1. Boron, Walter, F.; Boulpaep, E.L. (2004). <em>Medical Physiology: A Cellular And Molecular Approach</em>. Elsevier/Saunders. ISBN 1-4160-2328-3.</p>
<p>2. Cotton, Frank Albert; Geoffrey Wilkinson, Carlos A. Murillo (1999). <em>Advanced Inorganic Chemistry</em>. ISBN 0471199575, 9780471199571</p>
<p>3. Garrels, R.M.; Christ, C.L. (1990). <em>Minerals, Solutions, and Equilibria</em>. London: Jones and Bartlett.</p>
<p>4. Hartwig, J. F. <em>Organotransition Metal Chemistry, from Bonding to Catalysis</em>; University Science Books: New York, 2010. ISBN 189138953X</p>
<p>5. Medical Encyclopedia: <em>Metabolic Acidosis: Causes and symptoms</em>. Nlm.nih.gov. 2011-06-22. Retrieved 2011-07-25.</p>
<p>&nbsp;</p>
<p><strong>Glossary</strong></p>
<p><em>Glycine</em> (abbreviated as Gly or G) is an organic compound with the formula NH2CH2COOH.</p>
<p>A <em>ligand</em> is an ion or molecule that binds to a central metal atom to form a coordination complex.</p>
<p><em>ORP</em> (Also known as reduction potential, redox potential,) is a measure of the activity or strength of oxidizers and reducers in relation to their concentration. Oxidizers accept electrons; reducers lose electrons. Like acidity and alkalinity, the increase of one is at the expense of the other. ORP is measured in volts (V), or millivolts (mV).</p>
<p><em>Interfering factors</em> are chemicals that will cause a vitamin, mineral or other nutrient to be less effectively absorbed or utilized by the body.</p>
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		<title>Now Hot Water Float Assembly</title>
		<link>http://gregknowswater.com/now-hot-water-softener-float-assemblies/</link>
		<comments>http://gregknowswater.com/now-hot-water-softener-float-assemblies/#comments</comments>
		<pubDate>Fri, 06 Apr 2012 21:11:23 +0000</pubDate>
		<dc:creator>Greg Reyneke</dc:creator>
				<category><![CDATA[General]]></category>

		<guid isPermaLink="false">http://gregknowswater.com/?p=908</guid>
		<description><![CDATA[As of April 1, 2012, there will be a new Hot Water Float Assembly. This change was made because the adhesive for the current float was discontinued by our vendor. The new float will include a brass weight which makes the buoyancy and weight of the assembly equal to the old hot water float. The [...]]]></description>
			<content:encoded><![CDATA[<p>As of April 1, 2012, there will be a new Hot Water Float Assembly. This change was made because the adhesive for the current float was discontinued by our vendor. The new float will include a brass weight which makes the buoyancy and weight of the assembly equal to the old hot water float. The new hot water float can also be used for potassium permanganate applications.</p>
<p>The part numbers will remain the same but, because of the cost of the new float, the list price has increased as of April 1, 2012.</p>
<p><strong>Part #                    Description                                       New List</strong><br />
10700SAN             FLOAT ASSY,HOT WATER                $21.36<br />
60026-30SAN        FLOAT ASSY,30&#8243;,HOT WATER         $25.50</p>
<p>&nbsp;</p>
<p><strong>New Float  </strong></p>
<p><strong>   <a href="http://gregknowswater.com/now-hot-water-softener-float-assemblies/new-hot-water-float/" rel="attachment wp-att-909"><img class="aligncenter size-medium wp-image-909" title="New Hot Water Float" src="http://gregknowswater.com/wp-content/uploads/New-Hot-Water-Float-158x300.jpg" alt="" width="158" height="300" /></a>                                            </strong></p>
<p><strong>REPLACES</strong></p>
<p>&nbsp;</p>
<p><strong>Old Float <a href="http://gregknowswater.com/now-hot-water-softener-float-assemblies/old-hot-water-float/" rel="attachment wp-att-910"><img class="aligncenter size-medium wp-image-910" title="Old Hot Water Float" src="http://gregknowswater.com/wp-content/uploads/Old-Hot-Water-Float-116x300.jpg" alt="" width="116" height="300" /></a></strong></p>
<p>If there are any questions please contact your Regional Sales Manager. Thank you, we appreciate your continued business.</p>
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		<title>McGraw Hill Continuing Education &#8211; Template Assisted Crystallization</title>
		<link>http://gregknowswater.com/mcgraw-hill-continuing-education-template-assisted-crystallization/</link>
		<comments>http://gregknowswater.com/mcgraw-hill-continuing-education-template-assisted-crystallization/#comments</comments>
		<pubDate>Mon, 26 Mar 2012 23:02:37 +0000</pubDate>
		<dc:creator>admin</dc:creator>
				<category><![CDATA[General]]></category>
		<category><![CDATA[Tutorials]]></category>
		<category><![CDATA[calcium]]></category>
		<category><![CDATA[Celeste Novak]]></category>
		<category><![CDATA[conditioner]]></category>
		<category><![CDATA[hardness]]></category>
		<category><![CDATA[McGraw Hill]]></category>
		<category><![CDATA[Next]]></category>
		<category><![CDATA[scale]]></category>
		<category><![CDATA[scalestop]]></category>
		<category><![CDATA[TAC]]></category>
		<category><![CDATA[Watts]]></category>

		<guid isPermaLink="false">http://gregknowswater.com/?p=902</guid>
		<description><![CDATA[Template Assisted Crystallization A Sustainable Solution to Hard Water Scale March 2012 Sponsored by Watts Celeste Allen Novak, AIA, LEED AP  Continuing Education Use the following learning objectives to focus your study while reading this month’s Continuing Education article. Learning Objectives - After reading this article, you will be able to: Define a sustainable approach to [...]]]></description>
			<content:encoded><![CDATA[<h1><a href="http://continuingeducation.construction.com/article.php?L=291&amp;C=881&amp;P=1#">Template Assisted Crystallization</a></h1>
<h3>A Sustainable Solution to Hard Water Scale</h3>
<div id="PubDate"><a href="http://continuingeducation.construction.com/article.php?L=291&amp;C=881&amp;P=1#">March 2012</a></div>
<div id="CEsponsoredBy"><a href="http://continuingeducation.construction.com/article.php?L=291&amp;C=881&amp;P=1#">Sponsored by Watts</a></div>
<p><a href="http://continuingeducation.construction.com/article.php?L=291&amp;C=881&amp;P=1#">Celeste Allen Novak, AIA, LEED AP</a></p>
<div id="ceBox">
<div id="div">
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<p><a href="http://continuingeducation.construction.com/article.php?L=291&amp;C=881&amp;P=1#"><img src="http://construction.com/CE/CE_images/aia_Logo.jpg" alt="" width="30" height="29" /> Continuing Education</a></p>
<p>Use the following learning objectives to focus your study while reading this month’s Continuing Education article.</p>
<p><strong>Learning Objectives</strong> - After reading this article, you will be able to:</p>
<ol>
<li>Define a sustainable approach to water quality management using a template assisted crystallization (TAC) water conditioner.</li>
<li>Discuss the environmental problems of water softeners, particularly the issues of using salt as a regenerating agent and the water that is discharged as a result of the regenerating cycle.</li>
<li>Explain the detrimental and beneficial mineral components of water from both natural and treated water sources that can reduce energy efficiency and durability of plumbing fixtures and mechanical equipment.</li>
<li>Integrate the components of an environmentally beneficial water system from water source to water waste to improve community water quality.</li>
</ol>
</div>
</div>
</div>
<p>&nbsp;</p>
<p>Water quality and the preservation of water resources are among the top reasons that designers become environmentalists. Professionals design to reduce, recycle and reuse water. They know that drinking water is a nonrenewable resource and water use impacts many aspects of building design, including energy consumption. Most designers already know that they can reduce water by using low-flow fixtures. Some are experimenting with gray water reuse and recycling within a building as well as for irrigation. A select few are beginning to understand the impact of source water, with its increasingly complex mix of minerals, contaminants and pollutants, on building systems.</p>
<p>Buildings are part of a natural hydrologic cycle. The flow of water through the built environment can greatly influence water quality and harm plumbing and heating systems. Designing for zero waste, zero energy, gold, platinum, zirconium rating systems and beyond, architects and engineers have focused a lot of attention on using nature as a guide for environmental design. What if nature needs nurturing?</p>
<p>Water contains common elements, among which are ions of calcium, magnesium, potassium and sodium. The problem with water is that high concentrations of calcium and magnesium contained in water molecules can cause scale to form on pipes and water heating equipment. Scale increases maintenance and causes premature mechanical failures resulting in as much as a 24 percent loss in energy efficiency in water heaters.<sup>1</sup> The earliest method of water conditioning used ion exchange or softening as a means to control scale. However, these systems require regeneration cycles that backwashes salt brine as wastewater, causing an environmental problem for natural water systems. In parts of California, Michigan and other states, policy regulations that protect the water supply include the ban of water softeners that use salt to regenerate. These policies mean that new forms of water treatment needed to be more environmentally sensitive, friendlier to the environment and free of chemicals, salt and waste discharge.</p>
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_1.jpg" alt="" width="500" height="552" /></td>
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<td bgcolor="#003D7B">The Sleeping Rainbow Ranch Environmental Research Station is designed to be off the grid and conserve water. Template assisted crystallization water conditioning provided the solution to a complex requirement for energy-conserving, non-polluting water treatment.Photo courtesy of Mark Chalom and Betty Tsosie</td>
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<p>Physical water treatment systems (PWT) are alternative or unconventional ways to treat water in order to prevent the damage caused by hard water scale. The advantages of these technologies are that they help the environment. They do not include a salt backwash or discharge into the wastewater systems. PWT technologies are based on a variety of ways to transform water molecules through magnetic, electrostatic, capacitive, catalytic, and template assisted crystallization. Among the physical water treatment systems, template assisted crystallization (TAC) excels in scale prevention and meets even the most stringent environmental standards.</p>
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_2.jpg" alt="" width="500" height="458" /></td>
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<td bgcolor="#003D7B">Multiple TAC units provide all of the water conditioning needed for this large project in a space smaller than required for a traditional water softening unit.Photo courtesy of Watts</td>
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<p>Â</p>
<p>Greg Reyneke, CWS-VI, general manager at Intermountain Softwater, recommends a smart design approach to water quality and water management in building design. He has been involved in water treatment for nearly 20 years. He proposes a layered approach to the design of water systems and recommends that the first step for any project designer is to test water quality and determine how to condition the water for use. â€œDue to economic and environmental concerns, a multi-layered approach is necessary to provide the best balance of performance and cost while satisfying the needs of the customer. Water conditioning using template assisted crystallization provides the most environmentally friendly solution for the prevention of hard water scale in commercial and residential buildings.â€</p>
<p>This article will focus on template assisted crystallization (TAC) water conditioning systems and current research that demonstrates the effectiveness of TAC to prevent scale without degradation of the water quality. The driving force for TAC in the marketplace was to offer to design professionals a green technology that would:</p>
<ul>
<li>Reduce scale and the negative effects of hard water</li>
<li>Save energy</li>
<li>Require no discharge water, regeneration, wastewater or disposal costs</li>
<li>Have zero pollution</li>
<li>Minimize capital investments, ongoing maintenance and operational costs</li>
</ul>
<p>TAC is primarily used to minimize the problems associated with hard water in distribution systems, appliances and equipment that generate or use hot water. All PWT systems claim to utilize technologies that influence the physical characteristics of the solution being treated. However, only TAC uses a technology developed from the study and understanding of bio-mimetic science. Biomimicry is a design discipline that examines the models, systems and processes of nature to use as inspiration to solve human problems. In TAC, the reduction of scale is strikingly similar to natural bio-mineralization as the water passes through a tank with a specially treated resin loaded with billions of nucleation sites. The result is water quality that is rich in beneficial minerals while the properties that produce scale are rendered harmless.</p>
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_3.jpg" alt="" width="500" height="345" /></td>
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<td bgcolor="#003D7B">This large hotel in Key West, Florida, protects its mechanical system from scale and premature failure with a TAC water conditioning unit.Photo courtesy of Watts</td>
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<p>Â</p>
<p>Using a TAC water conditioning system is the first step in sustainable planning for green building ratings. Environmental benefits include:</p>
<ul>
<li>Reduction of pollution from wastewater in buildings</li>
<li>Reduction of water use from 20 to 30 percent in buildings as there is no back washing, no regeneration, no brine fill or brine rinse as compared to conventional commercial water softeners</li>
<li>Reduction of mechanical room size because of smaller tanks and the lack of a need to store salt, a non-renewable resource</li>
<li>Prevention of scale accumulation on equipment and piping, which maintains peak energy efficiency, reduces water use and eliminates costly equipment cleaning</li>
</ul>
<p>TAC systems are over two-thirds smaller than conventional water conditioning systems and there is no need to purchase or store salt. Many water experts are using TAC as the first line of defense against harmful scale in both new and existing buildings. They are receiving credits in green building rating systems because of the environmental advantages of TAC.</p>
<p>For some projects, an evaluation of uses in the building may require a number of techniques that will condition, filter and soften water as necessary. Although Reyneke recommends starting treatment with TAC water conditioning, he has paired this technology with additional water filters for total water technology management. After TAC, water may be engineered to flow to separate water â€œzones,â€ plumbing utility grade water to some areas of the building to use for fire suppression or toilet flushing, while treating others with carbon filters for drinking water.</p>
<p>Keith Karl, president of Water Resources Group, also recommends a hybrid approach to water system design and for water treatment at the National Gallery of Art in Washington, D.C., discussed in a later case study, combining TAC with environmental friendly sand filters and ultra-violet light. TAC combined with a complete water conservation plan can be important for designers who want to save water, energy and improve water quality.</p>
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<td>Environmental Research Station Water Conservation Planning</td>
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_4.jpg" alt="" width="200" height="647" /></td>
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<td bgcolor="#003D7B">This TAC unit installed at Sleeping Rainbow Ranch Environmental Research Station does not require electricity and uses very little space.Photo courtesy of Greg Reyneke, CWS-VI</td>
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<p>Capitol Reef National Park is located in the Waterpocket fold of South-central Utah. (Waterpockets are basins that form in exposed sandstone layers scoured by water.) This National Park is rich in red rocks with striated layers and a monocline, a steep, raised cliff that exposes the rich geologic history of the area for over a hundred miles. The Sleeping Rainbow Ranch Research Station is located in the heart of this area and counts among its resources numerous native plants, mammals, birds, reptiles, amphibians and fish. The water that scoured the rocks is now buried underground and drawn from a well for the renovation of the Sleeping Rainbow Ranch Environmental Research Station.</p>
<p>In 2009, architect Mark W. Chalom, LEED AP, designed new buildings for the station to maximize sustainability and preserve the scarce water resources and maximize solar energy. For Chalom, this meant that his staff researched and tested many alternatives from solar thermal hot water to low-flow showerheads. The program requirements for the building included the design of a water system for five buildings with 15 solar showers per building and a large fire suppression system.</p>
<p>When evaluating water supply for Sleeping Rainbow Ranch Environmental Research Station Greg Reyneke, CWS-VI, general manager at Intermountain Softwater, consulted with the architect, the National Park System and Utah Valley University to evaluate the existing water supply to find a solution to the problems that the mineral rich well water posed for the use of all of the water systems.</p>
<p>Due to the isolation of this facility, the owners required on an off-the grid solution designed for water conservation and energy efficiency. A comprehensive water analysis was made from the source water and samples found that even though the site was &#8220;pristine&#8221; the well water quality was not. Contaminants in the water included high levels of:</p>
<ul>
<li>Calcium carbonate which although not harmful for human consumption was of the level of hard water that would be prone to scaling and damaging to equipment</li>
<li>Iron and manganese which causes serious staining issues</li>
<li>Sulfate which has a laxative effect upon consumption as well as causing premature failure of water-using appliances</li>
<li>Manganese which can cause additional staining</li>
<li>Total dissolved solids (TDS) at such a high level of conductivity that can cause unpleasant taste, accelerating wear and tear on water-using appliances like water heaters and humidifiers</li>
</ul>
<p>The owners and operators of the facility stipulated that no chemicals could be discharged through drainage systems on the site. The well was driven by intermittent solar power with no battery backup. There was irregular water pressure and flow rates among other complex and difficult issues that had to be faced by the designers who ultimately separated fire suppression systems from the well water and used a nitrogen system as an alternative.</p>
<p>The design water criteria for the project was not simple: provide the quantity of water required with the quality of water compliant with U.S. EPA and state of Utah primary drinking water standards. In addition, the system needed to minimize maintenance and capital costs. The solution included a layered approach to piping, water zoning and water distribution which began with a template assisted crystallization (TAC) water conditioning unit. By flushing water through the TAC unit before storing the water in the tank, the engineers were able to treat the water so it would not create scale, which could clog piping, solar heaters and other equipment and fixtures throughout the campus.</p>
<p>By treating the water through a hybrid approach, the effect of TAC water conditioning along with a carefully planned nanofiltration system provided a reduction of the harmful elements from the natural water source and water treatment to the level of safe drinking water standards.</td>
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<p>Â</p>
<p><strong>When Water Is The Enemy: Hardness and Scale</strong></p>
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_5.jpg" alt="" width="300" height="225" /></td>
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<td bgcolor="#003D7B">Example of tube bundles from a water heater where scale accumulation caused a single tube to block and burn out the bundle prematurely.Photo courtesy of Watts</td>
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<p>Hard water is not a health problem. In fact, the National Research Council (National Academy of Sciences) states that hard drinking water generally contributes a small amount toward total calcium and magnesium human dietary needs. They further state that in some instances, where dissolved calcium and magnesium are very high, water could be a major contributor of calcium and magnesium to the diet. Hard water is desirable for its mineral richness that benefits human health as well as a problem that can cause scaling on plumbing pipes and equipment in buildings. Hard water also interferes with a variety of cleaning processes, can stain equipment and may even have a stronger taste and smell than soft water.</p>
<p>As with most sustainability issues, water and building problems depend on where the building is located and the quality of the source water, the cold water that comes from either a well or a municipality to a building is a chemical mix of minerals, among these: calcium ions (Ca2+), magnesium ions (Mg+2) and bicarbonate ions (HCO3-). Hardness is a component of the total dissolved solids measured by the amount of calcium and magnesium in the water. The Water Research Council classifies measures of water hardness based on quantities calcium and magnesium. (See Sidebar.)</p>
<p>Scale is a mineral compound consisting mainly of calcium or magnesium carbonates in hard water. Scale can damage plumbing, appliances and other equipment. Accumulation of scale in water heating equipment causes a steady drop in efficiency and ultimately costly maintenance or worse, the need for replacement. Hard water effects in the home or apartments include:</p>
<ul>
<li>Spotted dishes from the dishwasher</li>
<li>Soap scum deposits from an inability for soap to lather</li>
<li>Scale formation on faucets and showerheads</li>
<li>Scale accumulation in plumbing pipes</li>
<li>Scale formation on appliances</li>
<li>Losses of efficiency</li>
<li>Higher costs of maintenance</li>
<li>Shorter life of equipment</li>
<li>More time cleaning</li>
</ul>
<table width="214" cellpadding="4" align="center">
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_6.jpg" alt="" width="300" height="224" /></td>
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<td bgcolor="#003D7B">Example of scale build-up on a water heater&#8217;s temperature and pressure valve. Scale can lead to malfunctions and potentially dangerous explosions of heaters with clogged pressure valves.Photo courtesy of Watts</td>
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<p>Scale accumulation in water heaters can lead to an increased energy usage by up to 24 percent.</p>
<p>The problem of scale in commercial buildings has an exponential impact on maintenance. Scale can cause the premature replacement of equipment. Hard scale can accumulate over time on pipes, valves, fixtures and heating elements causing a multitude of problems. Scale deposits are insoluble making scale extremely difficult to remove. Once formed, scale often leads to costly remediation efforts. As scale forms, it reduces the inner diameter of pipes causing restrictions in flow rate and pressure loss problems in mechanical systems. Scale often becomes encrusted on the internal moving parts of valves and components potentially causing safety failures. For example, in a boiler or hot water tank, heating elements that become coated with scale reduce system efficiency and increase operating costs for end users. Reducing the impact of scale on mechanical systems affects the energy use of the building and is part of an integrated sustainable design strategy for buildings.</p>
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<td>Determining Water Hardness</td>
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<td>The Water Research Council classifies water supplies based on how many grains of hardness per gallon of water (g.p.g.) Measurements by grain dates to the Bronze Age as a unit of measured mass roughly based on the mass of a single seed of wheat. The chart below lists the classifications used to determine water hardness or softness.</p>
<p align="center"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_chart.jpg" alt="" width="500" height="182" /></p>
<p>General patterns of hardness in the United States can be found on a map developed by the U.S. Geological Survey and a map can be found on their website.<sup>2</sup> The softest waters are found in parts of New England, the South Atlantic-Gulf States, the Pacific Northwest, and Hawaii. Moderately hard waters are common in many rivers of Alaska and Tennessee, in the Great Lakes region, and the Pacific Northwest. Hard and very hard waters were found in some streams in most of the regions throughout the country. Hardest waters (greater than 1,000 mg/L) were measured in streams in Texas, New Mexico, Kansas, Arizona, and southern California. Information on how to find out about local drinking water quality can be found on the EPA website.<sup>3</sup></td>
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<p>Â</p>
<p><strong>Solutions That Cause Environmental Challenges</strong></p>
<p>Although some areas of the United States have naturally soft water sources, the most plentiful sources of fresh water are rich in minerals and can be classified to varying degrees of hardness. Conventional treatments include the installation of a water softener that removes the hard water minerals that can cause scaling. Unfortunately, softening typically causes a poor taste in the water and elevates the sodium level of the treated water, which may be a health issue for some people. Water softening is not the same as water conditioning, softening involves the flushing of highly concentrated salt brine through the softening media. This process removes calcium and magnesium ions and replaces them with sodium ions in the water through a process referred to as ion exchange.</p>
<p>Ion exchange water softeners discharge brine elevated in calcium, magnesium and chlorides into wastewater systems increasing the challenges and costs of water re-use. Although effective in controlling scale formation of water delivered to the consumer, discharge from these systems results in elevated levels of salt deposited back into the environment. Water flushed from these systems has high concentrations of salinity in their total dissolved solids (TDS), which consequently affects the purity of the fresh water supply. This is causing a crisis for communities that have seen a rise in the costs for water treatment because of this common practice.</p>
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<td>Water Quality and Water Reuse</td>
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<tr>
<td>TDS (salinity) is a measurement of total dissolved solids in water including inorganic (hardness, salts) and organic substances (pesticides, herbicides, etc.). The sources of salinity in water include:</p>
<ul>
<li>Natural minerals in rocks found in lakes, rivers, streams and aquifers</li>
<li>Water from natural salt springs that enter into rivers, lakes and streams</li>
<li>Agricultural fertilizers that drain from fields into rivers, lakes, streams and aquifers</li>
<li>Water treatment chemicals such as chlorine that make water safe for human consumption</li>
<li>Home water treatment systems, like water softeners, that treat water for hardness</li>
<li>Cleaning chemicals</li>
<li>Foods</li>
</ul>
<p>Water reuse is a water conservation practice in which reclaimed water is used for a direct beneficial purpose. As examples, Arizona researchers identified the effect of TDS on water reuse to agriculture and to buildings. TDS can affect crop salt tolerance and yields and increase the need for additional water for irrigation to flush salts from root zones. It can also increase water usage by cooling towers and cause energy loss and equipment damage due to scaling.</td>
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</tbody>
</table>
<p>Â</p>
<p><strong>Biomineralization and TAC</strong></p>
<p>The biomimetic science behind the development of TAC water conditioners is related to the chemistry in human bone formation. This highly complex process involves flushing water resources through a coated template to re-arranges the water ions that form scale. In cold water, calcium ions (Ca2+), magnesium ions (Mg+2) and bicarbonate ions (HCO3-) are surrounded by â€œlayersâ€ of electrochemically-attracted water molecules, which â€œinsulateâ€ against the natural tendency of the oppositely-charged ions to come together and form crystals. Atomic level particles on the surface of the TAC media act as catalysts and reduce the ability of water molecules to prevent calcium, magnesium and bicarbonate ions from coming together to form crystals of calcium and magnesium scale.</p>
<table width="214" cellpadding="4" align="center">
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_7.jpg" alt="" width="500" height="340" /></td>
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<td bgcolor="#003D7B">Template assisted crystallization water conditioners are ideal for protecting tankless hot water heaters. This image demonstrates the copper connection from the water source through the TAC unit and into the heater.Photo courtesy of Watts</td>
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</tbody>
</table>
<p>Â</p>
<p>This process of water conditioning results in the creation of what might be considered â€œsoft scale.â€ These microscopic crystals of scale (seed crystals), rapidly form in the treated water, not on the contact surfaces of the water system, and are carried downstream in colloidal suspension through the water system.</p>
<p>- In <em>untreated</em> water, the scale forms on the inside walls of pipe, exterior of fixtures and all heating surfaces.</p>
<p>- In TAC <em>treated</em> water, the seed crystals themselves provide a far greater surface area for new scale formation. Therefore, new scale preferentially deposits on this continuously replenished stream of suspended crystals rather than on the water contact surfacesâ€”especially those surfaces that are at elevated temperatures and ultimately flow down the drain.</p>
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<td>Preserving the Nationâ€™s Artwork:<br />
Sustainable Water System Planning and System Integration</td>
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<tr>
<td>The National Gallery of Art in Washington, DC, is a sprawling complex of buildings, underground tunnels and landscape gardens. The West wing of the galleries was designed by John Russell Pope in 1941 and is connected by an underground tunnel to the award winning East Wing, designed by I.M. Pei in 1978. Visitors to the galleries lunch in part of the underground building in front of a large, exposed water fall little knowing that this symbolic fountain also represents a complex interaction of nature with the built environment. The buildings, adjacent ice rink and gardens are engineered to use water for many multi-layered purposes.When the East Wing was built, the water system was re-engineered for both buildings. Bulk water from the DC water supply was piped to makeup water loss in their large chilled water system. Chilled water is used in air washers for temperature control and humidification throughout the gallery. Historically a non-chemical treatment approach was used on the bulk chilled water with concern to protect the fragile and valuable artwork in the buildings.Twenty years later, to address maintenance concerns that included the accumulation of scale and pipe corrosion, engineers began to investigate 21st century alternatives to find the best environmental alternatives for water quality while continuing to protect their concerns for air quality. According to Keith Karl, the president of Water Resources Group, the unique challenges of this project required a multi-layered approach to the design of the water conditioning system. After analyzing the source water from the D.C. water supply and the bulk circulating chilled water, their team realized that they could not use conventional treatments for biological contaminants, corrosion and scale because of the fear of having chemical fumes in the air stream for the gallery.</p>
<p>After extensive research, they chose a template assisted crystallization (TAC) water conditioning system to be installed on the incoming city water used to makeup the chilled water supply. This new product excels in the prevention and removal of scale, by incorporating a technology similar to a biomechanical process, to control scale formation, without the use of chemicals and without the waste typically needed by systems that have to regenerate. The TAC system was smaller than conventional water conditioning or softening units and requires very little maintenance. A TAC system transforms the dissolved calcium in the hard City water as it is introduced into the building, into harmless calcium carbonate particles.</p>
<p>As a preliminary study of the effectiveness of a TAC water conditioning system, engineers piloted a 30-day study on one of the air washers. They tested for water quality, odors and calcium carbonate scale. In this trial, all aspects of water quality improved and there was an immediate and estimated twenty percent reduction of scale. This test led to the engineering of additional systems that include the large lunchroom waterfall as well as conditioned water delivered to the ice skating rink and HVAC comfort cooling system.</p>
<p>All of the water for the complex is treated to reduce scale. In addition, as part of a multi-layered approach to water conditioning, microbial sand vortex filters and ultraviolet treatments condition water for additional high-use areas in the facilities to assure the removal of all biological contaminates. This sustainable approach allows for specific water treatments by use in the facility. The TAC unit requires less space and has the environmental advantages of reducing maintenance costs while increasing the longevity of the plumbing system. The TAC system has also improved energy efficiency of the mechanical equipment and lowered energy costs.</td>
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<p>Scale formation is not static (it is constantly forming and dissolving). The existence of continuously generated seed crystals not only eliminates further deposition of scale on water contact surfaces but in fact will cause deposited scale to gradually dissolve back into the water and deposit on passing seed crystals in the water (from contact surfaces to solution to seed crystals). This means that not only are TAC water conditioning units good for new construction, these systems can also help alleviate scale problems in existing buildings including historic structures. When using TAC in new construction, Reyneke recommends that new copper piping should be allowed to cure or oxidize for a minimum of four weeks before turning on the water conditioner. This prevents the leaching of copper from the new pipes which can damage the TAC media. Water quality evaluation and treatment options for complex mechanical systems may require assistance from manufacturers who can design the TAC interface as required.</p>
<table width="214" cellpadding="4" align="center">
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_8.jpg" alt="" width="500" height="331" /></td>
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<td bgcolor="#003D7B">As shown on the chart, results from current research demonstrate that TAC is the most effective water conditioning system for the reduction of scale.Chart courtesy of Arizona State University study April 26, 2011</td>
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</tbody>
</table>
<p>Â</p>
<p><strong>Research to Set Environmental Benchmarks</strong></p>
<p>The University of Arizona, along with HDR Engineering Inc. conducted a recent research study sponsored by the WateReuse Foundation that evaluated alternatives to domestic ion exchange water softeners.4 The participants of the study included the California cities of Hollister, Los Angeles, and Santa Clara County and water samples were also tested in Arizona cities including Phoenix, Tucson and Scottsdale. The goal of the study is to review technologies that would provide consumers with the ability to reduce the impacts of hard water without creating the negative impacts of salt and brine backwashes into the environment. It also developed and used testing methodology based on German standards to set metrics for the measurement of the effectiveness of scale prevention. The study was commissioned because of the urgency of the problem of poor water quality in freshwater resources. More and more communities have struggled with the cost and environmental impacts of the rising concentration of TDS and associated ions and salts in wastewater collected and received at water reclamation facilities.</p>
<p>Presently, there are no ANSI or NSF standards for testing water quality and scaling. The German Society of Gas and Water Specialists (DVGW), which regulates water quality in Germany, developed a protocol that measures anti-scaling of water conditioning devices.<sup>5</sup> The Arizona study used a testing protocol based on the DVGW W512 test to assess the control of scale formation. The process was to pump 130 L/d of water through an electronically heated 10-L reservoir for 20 days. After the test was completed, researchers determined the quantity of scale formed on the heating element and the reservoir. Baselines were set for certification of conditioners for the prevention of scale. The study evaluated several no-salt alternatives to ion exchange and measured the mechanisms and effect on these physical water treatment (PWT) systems to the accumulation of scale. These systems included:</p>
<ul>
<li>Capacitive Deionization (CDI)</li>
<li>Electrically Induced Precipitation (EIP)</li>
<li>Electromagnetic Water Treatment (MAG)</li>
<li>Template Assisted Crystallization (TAC)</li>
</ul>
<table width="214" cellpadding="4" align="center">
<tbody>
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_9.jpg" alt="" width="300" height="178" /></td>
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<td bgcolor="#003D7B">Template assisted crystallization water conditioning systems use a process similar to biomineralization creating &#8220;soft&#8221; scale crystals that do not attach to plumbing components, or mechanical equipment.Photo courtesy of Watts</td>
</tr>
</tbody>
</table>
<p>The most familiar PWT devices operate either through magnetic or electronic fields but according to the latest studies, TAC devices are the only product that meets and exceeds the latest measurement standards. Although there was a significant reduction in scale for all PWT devices, the scale prevention of the template assisted crystallization device excelled and performed substantially better than all of the others.</p>
<p><strong>Improving Water Quality in Cities</strong></p>
<p>According to Steven Solomon in <em>Water, The Epic Struggle of Wealth, Power and Civilization</em>,<sup>6</sup> earth as the water planet is like humans, comprised of about 70 percent water. Because of the nature of the hydrologic cycle, the water on earth is a constant quantity, however, the quality of water has been greatly impacted by humans and drinking water is a nonrenewable resource. He outlines the intense and interrelated ways that water is used by humans for drinking, cooking, sanitation, agriculture, industry, mining, power, transportation and of â€œgrowing prominence today, environmentally to sustain vital ecosystems against natural and man-made depletions and degradations.â€ According to Solomon, â€œThe secret of water&#8217;s extraordinary potency to transform history was that whenever a society, in its constant struggle to wrench a surplus from nature, was able to innovate to make its water resources more manageable, abundant, potable or navigable, it&#8230;unlocked and harnessed more of water&#8217;s inherent, often hidden catalytic potential for growth.â€<sup>7</sup></p>
<p>Across the world, protecting water resources and improving water quality has become a major political and strategic focus. Fresh water and treated water is a miraculous combination of minerals, nutrients and chemicals that give life on this planet. Aquifers, wells, rainwater, water trapped and treated in sewage plants can provide both helpful and harmful nutrients depending on the composition of the water chemistry. Water, as many pundits have stated, is the next oil crisis. The lack of fresh water resources needed to fuel humans, agriculture and industry is under scrutiny by citizens and politicians. Water conditioning that adds harmful salt brine to the water system only adds to the problems of poor water quality. If humans are the enemy of fresh water resources, they must also be the source of the solution through applied knowledge, invention and action.</p>
<p>Water conservation is also a major environmental issue when designing a sustainable building. Using TAC conserves water while increasing energy efficiency. The use of a template assisted crystallization conditioner is part of a smart, 21st century, integrated environmental strategy for water use in buildings.</p>
<table width="214" cellpadding="4" align="center">
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<td width="200" height="2"><img src="http://construction.com/CE/CE_images/2012/Mar_Watts_10.jpg" alt="" width="600" height="745" /></td>
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<td bgcolor="#003D7B">Diagram comparing size of TAC units to conventional softeners with salt storage.Chart courtesy of Watts</td>
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</tbody>
</table>
<p>Â</p>
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<td colspan="2">ENDNOTES</td>
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<td width="6%">1.</td>
<td width="94%"><a href="http://www.wqa.org/detergent/SWB_Studies.pdf" target="_blank">http://www.wqa.org/detergent/SWB_Studies.pdf</a></td>
</tr>
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<td>2.</td>
<td><a href="http://water.usgs.gov/owq/hardness-alkalinity.html" target="_blank">http://water.usgs.gov/owq/hardness-alkalinity.html</a></td>
</tr>
<tr>
<td>3.</td>
<td><a href="http://water.epa.gov/drink/local/index.cfm" target="_blank">http://water.epa.gov/drink/local/index.cfm</a></td>
</tr>
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<td>4.</td>
<td></td>
</tr>
</tbody>
</table>
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		<title>WQA Aquatech 2012 &#8211; Water and Nutritional Supplements</title>
		<link>http://gregknowswater.com/wqa-aquatech-2012-water-and-nutritional-supplements/</link>
		<comments>http://gregknowswater.com/wqa-aquatech-2012-water-and-nutritional-supplements/#comments</comments>
		<pubDate>Thu, 08 Mar 2012 15:00:20 +0000</pubDate>
		<dc:creator>Greg Reyneke</dc:creator>
				<category><![CDATA[General]]></category>
		<category><![CDATA[Opinions]]></category>
		<category><![CDATA[Tutorials]]></category>
		<category><![CDATA[alkaline]]></category>
		<category><![CDATA[alkalinity]]></category>
		<category><![CDATA[aquaceutical]]></category>
		<category><![CDATA[calcium]]></category>
		<category><![CDATA[health]]></category>
		<category><![CDATA[nutraceutical]]></category>
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		<guid isPermaLink="false">http://gregknowswater.com/?p=852</guid>
		<description><![CDATA[My presentation at WQA Aquatech 2012 is about the importance of water quality experts having a better understanding of water, health, aquaceuticals, nutraceuticals and other related technologies. Our industry has focused for so long on REMOVING things from water that we have forgotten that we can actually ADD things to make water even better for [...]]]></description>
			<content:encoded><![CDATA[<p>My presentation at WQA Aquatech 2012 is about the importance of water quality experts having a better understanding of water, health, aquaceuticals, nutraceuticals and other related technologies. Our industry has focused for so long on REMOVING things from water that we have forgotten that we can actually ADD things to make water even better for our clients.</p>
<p>There have been a number of pseudo-scientific claims made over the years about various products and supplements like alkaline water machines (Allsbon, Kangen, Jupiter, Life, NewCell,  etc&#8230;), alkaline water filters (BioCera, BioStone, Elita, Naia etc&#8230;), and various supplements. Our industry has become very jaded trying to filter out the nonsense from the truth, and even our customers have become increasingly skeptical of the claims being made.</p>
<p>As water quality experts, we have a responsibility to learn as much as we can about the technologies available and to also be a resource to our clients who want to improve and maintain their health through the marriage of purified water and scientifically formulated nutritional supplements.</p>
<p><a href="http://gregknowswater.com/wqa-aquatech-2012-water-and-nutritional-supplements/greg-reyneke-wqa-aquatech-2012-fullpage-handouts/" rel="attachment wp-att-856">Greg Reyneke WQA-Aquatech 2012 &#8211; Full Page Handouts</a></p>
<p><a href="http://gregknowswater.com/wqa-aquatech-2012-water-and-nutritional-supplements/greg-reyneke-wqa-aquatech-2012-3-slides-per-page/" rel="attachment wp-att-855">Greg Reyneke WQA-Aquatech 2012 &#8211; 3 Slides per page</a></p>
<p>&nbsp;</p>
<p>Robert Slovak&#8217;s Presentation is about truly understanding the difference between pH and alkalinity; especially when discussing &#8220;Alkaline Water&#8221; and the effect it has on human health. He has published testing data demonstration the effectiveness and ineffectiveness of various technologies in introducing true alkalinity into water. His discussion on understanding the anti-oxidant benefits of &#8220;Negative ORP&#8221; water is quite clear and easily to understand.</p>
<p><a href="http://gregknowswater.com/wqa-aquatech-2012-water-and-nutritional-supplements/robert-slovak-alkalinity-wqa-aquatech-2012-compatibility-mode/" rel="attachment wp-att-858">Robert Slovak &#8211; Alkalinity &#8211; WQA Aquatech 2012 &#8211; Full Page Handouts</a></p>
<p><a href="http://gregknowswater.com/wqa-aquatech-2012-water-and-nutritional-supplements/robert-slovak-alkalinity-wqa-aquatech-2012-handouts/" rel="attachment wp-att-857">Robert Slovak &#8211; Alkalinity &#8211; WQA Aquatech 2012 &#8211; Handouts</a></p>
<p>My current favorite Nutraceutical Company is <a href="http://nextnutrition.net" target="_blank">Next Nutrition</a>. Next Nutrition is a privately held company whose focus and mission is to create pure, potent, organic nutritional supplements that are not only a great value, but also genuinely make a difference to the health and well-being of their customers.  Beginning with purified water, their product formulations combine special ingredients to achieve mineralization, antioxidants and alkalinity in a unique way to increase the bio-availability to the body.</p>
<p style="text-align: center;"><a href="http://www.nextnutrition.net"><img class="aligncenter" title="Next Nutrition" 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" 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<p>&nbsp;</p>
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			<wfw:commentRss>http://gregknowswater.com/wqa-aquatech-2012-water-and-nutritional-supplements/feed/</wfw:commentRss>
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