Author Topic: Mixing ratios  (Read 709 times)

Offline Wolftrail

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Mixing ratios
« on: October 24, 2016, 10:11:00 PM »
What is the easiest way to figure out mixture ratios..?
It is 5 parts powder and 2 parts water.  Its an odd ratio..
So 50ml to 20ml is not quite enough.. That makes a total of 70ml,, I need like a total of 80ml...     :banghead:

Offline die_dunkelheit

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Re: Mixing ratios
« Reply #1 on: October 24, 2016, 11:16:00 PM »
It may total 70ml but it probably won't actually mix-out to 70ml, especially when combining wet and dry. Is there any reason that you can't mix a little too much take what you need and call the waist a learning experience?
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Offline KenH

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Re: Mixing ratios
« Reply #2 on: October 25, 2016, 06:38:00 AM »
Cheop's Law sez that things
 
  • Take Longer than expected
  • Cost More than planned for
  • Need More not Less of any given Resource

  Mix more than you think you'll need.  Unless you're talking about liquid gold cost is minimal, and it's better to have too much than too little of the resultant mix.
Living Aboard the s/v ManCave

Online Roy from Pa

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Re: Mixing ratios
« Reply #3 on: October 25, 2016, 06:42:00 AM »
50ml - 20ml

60ml - 24ml

70ml - 28ml

80ml - 32ml

90ml - 36ml

100ml - 40ml

Offline jsweka

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Re: Mixing ratios
« Reply #4 on: October 25, 2016, 07:56:00 PM »
If you really want an exact 80 ml total, here's how I would calculate it.

Powder = 5
Water = 2

%Powder = 5/7 = 71.4%
%Water = 2/7 = 28.6%

For an exact 80 ml total:
80*0.714 = 57.12 ml of Powder
80-57.12 = 22.80 ml of Water

But you probably can't easily measure in hundredths of ml, so follow Roy's ratios and don't worry about wasting a little    ;)
>>>---->TGMM<----<<<<

Offline die_dunkelheit

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Re: Mixing ratios
« Reply #5 on: October 25, 2016, 10:15:00 PM »
Finding mathematically correct volumes probably will not make the final volume you expect. As the dry absorbs the liquid the increase in volume may well be less than the volume of water that goes in. This even happens in liquid mixtures. 1/2 cup of alcohol and 1/2 cup of water does NOT equal 1 cup. Try it. There is enough intermolecular space in water to allow much of the alcohol to fit. Same thing happens in liquid/dry mixes.
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Offline Wolftrail

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Re: Mixing ratios
« Reply #6 on: October 25, 2016, 11:09:00 PM »
Thanks guys,  I sort of had something figured out today on the lines of what Roy and jsweka says..

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