You may believe whatever you want, but here on this forum we appreciate references. Especially when we presents different numbers from previous writers.Jojo Iznart said:g_axelsson said:That's 0.004 / 1000000000 or 4 mg gold per 1000 m3, 1g per 250.000 m3.
Göran
I believe there is an error in your figure above.
I believe there is 4mg of gold/ton of water or 4mg/m3 NOT 4mg/1000m3.
Jojo
0.004 ppb = 0.004 / 1.000.000.000
1.000 ton = 1.000 m3 water = 1000 * 1.000.000 gram = 1.000.000.000 grams
0.004 ppb = 0.004 g / 1000 m3
(actually the density of seawater is not 1 kg/dm3)
Anyhow, there is an error in the numbers above, at least if I believe one of the sources I quoted above. Au concentration is 39 pg/L in sea water = 0.039 ppb and 10 times bigger than patnors numbers.
I'm doing the calculation again with the new numbers, Au concentration is 39 pg/L and 432000 m3 seawater / day.
39*10-12 * 432000 * 1000 = 17 mg Au / day = 68 cents/day
... and that's enough knee jerk reaction from me for today. Was that so hard? :mrgreen:
Could you please show the calculation and not only some numbers.Jojo Iznart said:1. I will be running 5m3/s of seawater... so that means running flow total of 432000 m3/day. Assuming for now that I have a method of extracting 100% of the gold in it, this amount of water would contain 43.2 grams of gold worth $1628 in today's prices. Not chump change by any means.
Spoke too early... according to (which I think is a reputable source) http://en.wikipedia.org/wiki/Gold#Seawater
That would be 10-30 g/km3 (1 km3 = 1000*1000*1000 m3 => 10-30 ng / m3 = 10-30 pg/liter. Seems my numbers above are a bit optimistic.Wikipedia said:The world's oceans contain gold. Measured concentrations of gold in the Atlantic and Northeast Pacific are 50–150 fmol/L or 10–30 parts per 1,000,000,000,000,000 quadrillion (about 10–30 g/km3). In general, gold concentrations for south Atlantic and central Pacific samples are the same (~50 fmol/L) but less certain. Mediterranean deep waters contain slightly higher concentrations of gold (100–150 fmol/L) attributed to wind-blown dust and/or rivers. At 10 parts per quadrillion the Earth's oceans would hold 15,000 tonnes of gold.[78] These figures are three orders of magnitude less than reported in the literature prior to 1988, indicating contamination problems with the earlier data.
http://www.youtube.com/watch?v=brNX4xqlXJE (texted in Swedish for my convenience! :lol: )
Butcher, early measurements got higher numbers for the concentration because of contamination. Measuring levels this low isn't easy.
Göran