catfish
Well-known member
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- Mar 20, 2007
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How to estimate the amount of gold in jewelry and electronics scrap.
Karat Gold jewelry:
9 karat gold is 9/24 = 0.375; 37.5% pure gold
10 karat gold is 10/24= 0.417; 41.7% pure gold
12 karat gold is 12/25= 0.500; 50% pure gold
14 karat gold is 14/24= 0.583; 58.3% pure gold
18 karat gold is 18/24= 0.750; 75% pure gold
22 karat gold is 22/24= 0.917; 91.7% pure gold
24 karat gold is 24/24= 1.00; 100% pure gold
Gold filled jewelry and decorative items.
1/10 12 karat = 0.10 time’s total weight of object times the karat percentage.
1/20 14 karat = 0.05 time’s total weight of object times the karat percentage
Example = 1/20 gold filled 12 karat ring that weighs 8 grams.
0.05 x 8 x 0.5 = 0.2 grams of (theoretical) pure gold in ring.
Filled Value x Weight x Karat = Weight pure 24kt gold
Gold rolled (heavy plated) jewelry and decorative items
1/100 to 1/40 total weigh times the karat rating of item.
Example = 1/100 gold rolled (plated) 14 Karat ring that weighs 3 grams.
0.01 x 3 x 0.583 = 0.0175 grams of (theoretical) pure gold in ring.
Rolled Value x Weight x Karat = Weight pure 24kt Gold
Gold plated jewelry and electronics items.
One must first determine the class of gold thickness of the item in question. Once the thickness is obtained or estimated, then determine the square surface area of the item and then there are two methods to figure out approximately how much theoretical pure gold is in the item.
Decorative Applications:
Gold flash 7 micro inches
Gold electroplate 10 micro inches
Gold plate 20 micro inches
Heavy gold plate 100 micro inches
Engineering Applications
Class 00 20 micro inches
Class 0 30 micro inches
Class 1 50 micro inches
Class 2 100 micro inches
Class 3 200 micro inches
Military specifications:
Additional classes
Class 4 300 micro inches
Class 5 500 micro inches
Class 6 1500 micro inches
The formula for determining content of gold in decorative is the same as electronics scrap.
Electronics Circuit Board Fingers
Silverpro’s method:
Daily price of gold times the square inch surface area times the thickness.
Example: Gold prices at $655.00 an ounce. And you have a total of 40 square inches of surface in 50 ea. DIMM 100 pin memory sticks. Estimating the class as class 0, or 30 micro inches thick plating.
Base value figure is 1/1000 Spot price per micro in. X surface area in.
0.655 x (gold price) 40 sq in. x 0.30 (thickness) = $7.86 of gold at today’s prices.
Catfish’s method:
Measure the square surface area of the item and total the aggregate amount of square surface area of all the items and then determine the cubic volume of theoretical gold. This final result will be in cubic inches. Then convert cubic inches to cubic centimeters. Take the result of total cubic centimeters times 19.3 and this will give you the amount of gold in grams.
One cubic centimeter of gold weighs 19.3 grams.
$655.00/31.1 grams/ounce = $21.06 per gram.
Example: Gold prices at $655 an ounce. Same square surface area of 40 inches.
40 square inches times 0.000030 inches =0.0012 cubic inches
0.0012 cubic inches = 0.0197 cc.
0.0197 x 19.3 = 0.380 grams
0.380 x 21.06 = $8.00 worth of gold at today’s prices.
Actual test case on 50 sticks of memory
Test conducted on 7/5/2007 on 50 sticks of DIMM 100 pin memory.
50 sticks of DIMM memory weighs 2.03 lbs
Trimmed fingers weigh 68 grams
The gold plated surface on each finger measures
0.04 in. by 0.10 in. = total 0.004 sq. in. per pad on each finger.
There are 100 pins with both sides gold plated.
0.04 x 0.10 x 100 x 2 =0.8 sq. in. per board x 50 ea = 40 sq in. total surface.
The above mathematical derived results come out to approximately 0.38 grams of pure gold in the 50 circuit boards.
The fingers were refined in Aqua Regia and the result gold was 0.4 grams. It was refined the second time to obtain maximum purity and it came out to 0.3 grams of pure gold.
The actual test results came out very close to the mathematical results. The accuracy of the scale is in tenths of a gram, unable to get a 100th measurement.
Conclusion: The mathematical results matched the actual test results and were well within acceptable limits for the determination of gold cold content of electronics circuit boards.
Actual test case on 152 SCSI Controller circuit board fingers
Test conducted July 7, 2007 on 152 SCSI circuit board fingers.
The gold plated area on each of the fingers was
0.04 in. by 0.18 in. = 0.0072 sq in of surface.
0.0072 x 54 (foils) x 2 (sides) = 0.7776 sq. in. per x 152 fingers = 118.2 sq. in. gold plated surface.
Silverpro’s method
0.655 x 118.2 x 0.30 = $23.23 of gold in fingers
Catfish’s method
118.2 sq. in. x 0.000030 (class 0) =0.0003546 cu. In.
0.003546 cu. In. = 0.0581 cubic centimeters
0.0581 X 19.3 = 1.12 grams of pure gold
1.12 grams at $21.6 = $23.58 worth of gold.
The actual fingers refined in Aqua Regia yielded 1.2 grams the first process. Ran it again through Aqua Regia 2nd time for purity and it yielded 1.1 grams of very pure gold.
The test results were very close to the mathematical results. Well within acceptable limits for determining the gold content in Electronics scrap.
On both test cases:
1. 50 ea. memory sticks.
Silverpro’s estimate was 0.37 grams
Catfish estimate was 0.38 grams
Actual gold was 0.4 grams #1 refining process
Actual gold was 0.3 grams #2 refining process
2. 152 ea. SCSI boards.
Silverpro’s estimate was 1.10 grams
Catfish’s estimate was 1.12 grams
Actual gold was 1.2 grams #1 refining process
Actual gold was 1.1 grams #2 refining process
You can see that the end results are well with in acceptable limits in calculating the gold content in Circuit board fingers or edge connectors.
Conclusion:
After evaluating the two methods of determining the approximate amount of gold in electronic scrap (circuit board edge connectors or fingers) , I recommend that the method that Silver pro uses is much faster, less complex and certainly accurate enough for all practical purposes for estimating the quantity and value of electronics scrap.
Catfish
Acknowledgements’
Many thanks for Lazersteve and Goldsilverpro’s contributions to this docum
Karat Gold jewelry:
9 karat gold is 9/24 = 0.375; 37.5% pure gold
10 karat gold is 10/24= 0.417; 41.7% pure gold
12 karat gold is 12/25= 0.500; 50% pure gold
14 karat gold is 14/24= 0.583; 58.3% pure gold
18 karat gold is 18/24= 0.750; 75% pure gold
22 karat gold is 22/24= 0.917; 91.7% pure gold
24 karat gold is 24/24= 1.00; 100% pure gold
Gold filled jewelry and decorative items.
1/10 12 karat = 0.10 time’s total weight of object times the karat percentage.
1/20 14 karat = 0.05 time’s total weight of object times the karat percentage
Example = 1/20 gold filled 12 karat ring that weighs 8 grams.
0.05 x 8 x 0.5 = 0.2 grams of (theoretical) pure gold in ring.
Filled Value x Weight x Karat = Weight pure 24kt gold
Gold rolled (heavy plated) jewelry and decorative items
1/100 to 1/40 total weigh times the karat rating of item.
Example = 1/100 gold rolled (plated) 14 Karat ring that weighs 3 grams.
0.01 x 3 x 0.583 = 0.0175 grams of (theoretical) pure gold in ring.
Rolled Value x Weight x Karat = Weight pure 24kt Gold
Gold plated jewelry and electronics items.
One must first determine the class of gold thickness of the item in question. Once the thickness is obtained or estimated, then determine the square surface area of the item and then there are two methods to figure out approximately how much theoretical pure gold is in the item.
Decorative Applications:
Gold flash 7 micro inches
Gold electroplate 10 micro inches
Gold plate 20 micro inches
Heavy gold plate 100 micro inches
Engineering Applications
Class 00 20 micro inches
Class 0 30 micro inches
Class 1 50 micro inches
Class 2 100 micro inches
Class 3 200 micro inches
Military specifications:
Additional classes
Class 4 300 micro inches
Class 5 500 micro inches
Class 6 1500 micro inches
The formula for determining content of gold in decorative is the same as electronics scrap.
Electronics Circuit Board Fingers
Silverpro’s method:
Daily price of gold times the square inch surface area times the thickness.
Example: Gold prices at $655.00 an ounce. And you have a total of 40 square inches of surface in 50 ea. DIMM 100 pin memory sticks. Estimating the class as class 0, or 30 micro inches thick plating.
Base value figure is 1/1000 Spot price per micro in. X surface area in.
0.655 x (gold price) 40 sq in. x 0.30 (thickness) = $7.86 of gold at today’s prices.
Catfish’s method:
Measure the square surface area of the item and total the aggregate amount of square surface area of all the items and then determine the cubic volume of theoretical gold. This final result will be in cubic inches. Then convert cubic inches to cubic centimeters. Take the result of total cubic centimeters times 19.3 and this will give you the amount of gold in grams.
One cubic centimeter of gold weighs 19.3 grams.
$655.00/31.1 grams/ounce = $21.06 per gram.
Example: Gold prices at $655 an ounce. Same square surface area of 40 inches.
40 square inches times 0.000030 inches =0.0012 cubic inches
0.0012 cubic inches = 0.0197 cc.
0.0197 x 19.3 = 0.380 grams
0.380 x 21.06 = $8.00 worth of gold at today’s prices.
Actual test case on 50 sticks of memory
Test conducted on 7/5/2007 on 50 sticks of DIMM 100 pin memory.
50 sticks of DIMM memory weighs 2.03 lbs
Trimmed fingers weigh 68 grams
The gold plated surface on each finger measures
0.04 in. by 0.10 in. = total 0.004 sq. in. per pad on each finger.
There are 100 pins with both sides gold plated.
0.04 x 0.10 x 100 x 2 =0.8 sq. in. per board x 50 ea = 40 sq in. total surface.
The above mathematical derived results come out to approximately 0.38 grams of pure gold in the 50 circuit boards.
The fingers were refined in Aqua Regia and the result gold was 0.4 grams. It was refined the second time to obtain maximum purity and it came out to 0.3 grams of pure gold.
The actual test results came out very close to the mathematical results. The accuracy of the scale is in tenths of a gram, unable to get a 100th measurement.
Conclusion: The mathematical results matched the actual test results and were well within acceptable limits for the determination of gold cold content of electronics circuit boards.
Actual test case on 152 SCSI Controller circuit board fingers
Test conducted July 7, 2007 on 152 SCSI circuit board fingers.
The gold plated area on each of the fingers was
0.04 in. by 0.18 in. = 0.0072 sq in of surface.
0.0072 x 54 (foils) x 2 (sides) = 0.7776 sq. in. per x 152 fingers = 118.2 sq. in. gold plated surface.
Silverpro’s method
0.655 x 118.2 x 0.30 = $23.23 of gold in fingers
Catfish’s method
118.2 sq. in. x 0.000030 (class 0) =0.0003546 cu. In.
0.003546 cu. In. = 0.0581 cubic centimeters
0.0581 X 19.3 = 1.12 grams of pure gold
1.12 grams at $21.6 = $23.58 worth of gold.
The actual fingers refined in Aqua Regia yielded 1.2 grams the first process. Ran it again through Aqua Regia 2nd time for purity and it yielded 1.1 grams of very pure gold.
The test results were very close to the mathematical results. Well within acceptable limits for determining the gold content in Electronics scrap.
On both test cases:
1. 50 ea. memory sticks.
Silverpro’s estimate was 0.37 grams
Catfish estimate was 0.38 grams
Actual gold was 0.4 grams #1 refining process
Actual gold was 0.3 grams #2 refining process
2. 152 ea. SCSI boards.
Silverpro’s estimate was 1.10 grams
Catfish’s estimate was 1.12 grams
Actual gold was 1.2 grams #1 refining process
Actual gold was 1.1 grams #2 refining process
You can see that the end results are well with in acceptable limits in calculating the gold content in Circuit board fingers or edge connectors.
Conclusion:
After evaluating the two methods of determining the approximate amount of gold in electronic scrap (circuit board edge connectors or fingers) , I recommend that the method that Silver pro uses is much faster, less complex and certainly accurate enough for all practical purposes for estimating the quantity and value of electronics scrap.
Catfish
Acknowledgements’
Many thanks for Lazersteve and Goldsilverpro’s contributions to this docum