Difference between revisions of "Finding the Space Between Lead Shots"

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==Experiment==
 
==Experiment==
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===Plan 1===
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We had 2 scales to measure the weight. Let's call them scale #1 and scale #2, measurement on them were called weight #1 and Weight respectively.
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|-
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|Mesurements
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|Discriptions
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|masses
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|weight #1 (£)
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|weight #2 (£)
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|Weight AVE (£)
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|Weight AVE (g)
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|-
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|1 ||Box || 0.02401 ||0.00402076 ||<math>1.26*10^{11}</math> ||<math>2.01*10^{-2}</math>
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|-
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|2  ||Box+Pb ||0.00676 ||0.00842972 ||<math>2.63*10^{10}</math>  ||<math>4.21*10^{-3}</math>
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|-
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|3 ||Box+Pb+<math>H_{2}</math}O ||0.01616 || 0.0251288||<math>7.84*10^{10} </math> ||<math>1.26*10^{-2}</math>
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|-
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|4 ||Box+<math>H_{2}</math}O ||0.01384 ||0.02116136 ||<math>6.60*10^{10}</math>  ||<math>1.06*10^{-2}</math>
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|-
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|}
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=== Plan 2===
 
=== Plan 2===

Revision as of 16:45, 16 July 2008

Plan 1

By Mass

Lead Shot

1 - Empty box, m 1

2 - Box filled with Lead, m 2

3 - Box filled with Lead and H 2 0, m 3

4 - Box filled with H 2 0, m 4


m Pb = m 2 - m 1

V Pb = (m 2 - m 1) / ρ Pb


m H 2 0 = m 3 - m 2

V H 2 0 = (m 3 - m 2) / ρ Pb = V SP (The space between the lead)

ratio = V Pb / V tot


Plan 2

By Volume

1 - V H 2 0 1 = V tot

2 - V H 2 0 2 = V SP


V Pb = V tot - V SP

R = V Pb / V tot = (V tot - V SP) / V tot => 1 - (V SP / V tot)

Experiment

Plan 1

We had 2 scales to measure the weight. Let's call them scale #1 and scale #2, measurement on them were called weight #1 and Weight respectively.

|- |Mesurements |Discriptions |masses |weight #1 (£) |weight #2 (£) |Weight AVE (£) |Weight AVE (g) |- |1 ||Box || 0.02401 ||0.00402076 ||[math]1.26*10^{11}[/math] ||[math]2.01*10^{-2}[/math] |- |2 ||Box+Pb ||0.00676 ||0.00842972 ||[math]2.63*10^{10}[/math] ||[math]4.21*10^{-3}[/math] |- |3 ||Box+Pb+[math]H_{2}\lt /math}O ||0.01616 || 0.0251288||\lt math\gt 7.84*10^{10} [/math] ||[math]1.26*10^{-2}[/math] |- |4 ||Box+[math]H_{2}\lt /math}O ||0.01384 ||0.02116136 ||\lt math\gt 6.60*10^{10}[/math] ||[math]1.06*10^{-2}[/math] |- |}

Plan 2