Folks,
In my last post we saw how you could measure density with only a scale. In this post, we will expand on that technique and learn how to measure metal content in gold/quartz ore. In principle, this technique could be used for other ore, but the ores can only be two part (e.g. gold and quartz) systems. Gold is a “natural” for this analysis as it is typically pure gold with quartz.
Gold is often found “veined” in quartz. I was certain that this was the origin of the “Golden Fleece.” The fleece being the white quartz with the gold on top. However, a little research did not clarify this belief.
Anyway, let’s assume you take a few weeks off from work. Leaving the world of solder paste, TIMS, ITO, wave solder flux and solder preforms behind, you set out for the west in search of some large gold nuggets. Fate was with you in that, in a short time, you find a gold/quartz specimen as shown below. The images, and the new “wet gold” weighing technique I will discuss, are from Bill and Linda Prospecting.

You are so excited you are shaking. The only tools you brought are a scale, some string and a beaker. To determine that gold content, you need to measure the weight of the gold in air and under water. But you only have the scale as shown below. What can you do?
After measuring the weight of the ore in air, fill the beaker part way with water, place it on the scale and zero the weight. Then insert the ore on a string as shown below. The scale will now read the weight of the volume of water that the ore displaces. Let’s call this weight of the water displaced WD . The wet weight of gold (weight of gold under water) will be the weight in air minus WD. So we now have the weight in air and the weight in water.

The derivation of the equation that tells us how much gold is in the ore is at the end of this post. The final equation we need is WAu = 3.07WW – 1.91WAir. For our ore sample WAir = 25.1 pennyweight (pw). A pennyweight is 1/20th of a troy oz. WD as shown in the photo above is 8.3 pw. So WW = WAir – WD = 25.1-8.3 = 16.8 pw. So WAu = 3.05*16.8 – 1.91*25.1 = 3.635 pw. Subsequent analysis showed that the gold content was actually 3.9 pw and error less than 7%. Not too bad for a simple field measurement. At $1600/oz our ore sample contained. a little over $300 dollars of gold.
This technique could be used to measure the density of an alloy as in the last post.
Cheers,
Dr.Ron

The Derivation of the Equation


putational ability, they will be considered human.

If you have ever witnessed one of our NanoFoil® demonstrations at a tradeshow, you may remember we used a 9-volt battery to activate the material. Yes, it can be that simple – especially for parts less than 15cm in bond diameter or bond length.


To increase your profits (saving you time and money while improving your quality and productivity) InTEGRATED PREFORMS® have found a place in mixed technology assembly. InTEGRATED PREFORMS® are interconnected solder washers, designed to fit the pin pattern of a through-hole component. These arrayed solder washers are sized to deliver the precise solder volume required to fill the holes and to produce excellent solder fillets at each joint. 


Folks,

Patty had quickly identified non-material assembly cost per I/O (NMAC/I/O) as a good metric candidate. She went to five of ACME’s plants and, after a day or two at each one, she collected all of the data she needed to prove her point. Rob helped her by writing an Excel® macro that would calculate NMAC/I/O and plot it versus profitability. The correlation coefficient was an outstanding 0.983.

Anyone who has used wave soldering to assemble PCBs knows about that chunky layer of metal that collects on the smooth surface of the molten solder. This is solder dross; it is composed of oxidized metals and impurities that collect as the molten solder contacts the air and manufacturing environment. This happens regardless of alloy and is a normal part of the process, often consuming up to 50% of the bar solder added to the solder pot. In the past, this dross was collected as waste and disposed of, but solder dross is more than 90% valuable metal. This value should be recovered.

Most wave soldering solders have low or no silver. So, about 3% of the 10,000 tons of SMT solder, or 300 MTs of silver, are used in electronics. This is about 1.5% of the 22,000 MTs of silver produced each year. Silver use in electronics does not make anyone’s list of top silver usage.
So electronics solder use since RoHS has not caused tin use to increase, nor is it a significant factor in silver use. Therefore it is highly unlikely that electronics' use of tin or silver has been a prime driver in their stunning price increases in 2011.
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