DavidOBrien_E7

DavidOBrien_E7 - Part A V(cc P(kPa 12 102.8662 102.8093...

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Part A V (cc) P (kPa) V' (cc) UV' (cc) <P> (kPa) U<P> (kPa) 1/P 12 102.87 12 0.2 102.8 0.21 0.01 0 102.81 11 0.2 113.88 0.23 0.01 0 102.87 10 0.2 125.12 0.25 0.01 0 102.81 9 0.2 135.9 0.27 0.01 0 102.81 8 0.2 149.37 0.3 0.01 0 102.81 9 0.2 135.46 0.27 0.01 0 102.81 10 0.2 125.61 0.25 0.01 0 102.81 11 0.2 109.51 0.22 0.01 0 102.81 12 0.2 101.72 0.2 0.01 0 102.81 13 0.2 92.12 0.18 0.01 0 102.75 14 0.2 85.07 0.17 0.01 0 102.75 15 0.2 79.08 0.16 0.01 0 102.75 16 0.2 73.87 0.15 0.01 0 102.75 102.75 102.81 102.81 Linear Least Squares Fit with uncertainties in y, or x and y. 102.75 102.81 #data points Min. Fractional Change in a0 and a1 102.81 13 11 114.89 114.09 x y 113.98 0.01 0 12 0.20 113.92 0.01 0 11.00 0.20 113.87 0.01 0 10.00 0.20 113.81 0.01 0 9.00 0.20 113.81 0.01 0 8.00 0.20 113.81 0.01 0 9.00 0.20 113.81 0.01 0 10 0.20 113.81 0.01 0 11.00 0.20 113.81 0.01 0 12.00 0.20 113.75 0.01 0 13 0.20 113.75 0.01 0 14.00 0.2 113.7 0.01 0 15.00 0.2 113.75 0.01 0 16 0.2 113.75 113.7 113.7 Log-Log Linear Least Squares Fit with uncertainties in y; or x and y [y=a0* 113.98 U 1/P σ x σ y
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10 126.01 #data points Min. Fractional Change in a0 and a1 125.44 13 125.27 125.21 x y 125.15 12.79 0.82 1.03E+02 2.06E-01 125.15 11.79 0.82 1.14E+02 2.28E-01 125.15 10.79 0.82 1.25E+02 2.50E-01 125.1 9.79 0.82 1.36E+02 2.72E-01 125.1 8.79 0.82 1.49E+02 2.99E-01 125.04 9.79 0.82 1.35E+02 2.71E-01 125.04 10.79 0.82 1.26E+02 2.51E-01 125.04 11.79 0.82 1.10E+02 2.19E-01 125.04 12.79 0.82 1.02E+02 2.03E-01 125.04 13.79 0.82 92.12 0.18 124.98 14.79 0.82 85.07 0.17 124.98 15.79 0.82 79.08 0.16 124.98 16.79 0.82 73.87 0.15 124.92 124.92 124.92 124.98 9 135.75 136.38 136.55 136.67 136.44 136.27 136.15 135.98 136.04 135.87 135.7 135.75 135.7 135.75 135.64 135.64 135.64 135.64 135.58 135.58 135.53 135.53 8 147.9 150.46 149.78 149.61 149.55 149.55 149.55 149.49 σ x σ y Final Questions: 1) Our T0 was -271.24 which is close to the expected value of -273.15 2) Our data agrees with Boyd's law because our red chi squared is in between c high over v. Our data agrees with Charles' law because our red chi squared is in between high over v.
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149.49 149.49 149.43 149.32 149.32 149.26 149.21 149.21 149.21 149.15 149.04 9 147.61 136.5 136.55 136.38 136.27 136.15 136.1 136.04 135.87 135.7 135.53 135.3 135.18 135.01 134.9 134.73 134.61 134.5 134.33 134.04 10 125.38 126.12 126.06 126.01 125.95 125.89 125.84 125.78 125.72 125.67 125.67 125.61 125.55 125.49 125.44 125.44 125.38 125.32 125.32 125.15 124.98 11 109.93
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109.31 109.48 109.48 109.53 109.53 109.48 109.48 109.53 109.48 109.42 109.48 109.53 109.59 109.59 109.59 109.25 12 101.44 101.44 101.61 101.67 101.67 101.67 101.67 101.67 101.73 101.78 101.78 101.78 101.73 101.78 101.78 101.78 101.9 101.9 101.95 101.73 13 91.58 91.98 92.09 92.09 92.09 92.15 92.15 92.15 92.21 92.15 92.21 92.21 92.15 92.21 92.21 92.21 92.21
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14 87.65 84.74 84.91 84.91 84.97 84.97 84.91 84.91 84.91 84.97 84.97 84.97 84.97 85.03 85.03 84.97 84.97 85.03 84.97 85.03 85.03 85.03 85.03 84.74 15 78.41 79.04 79.1 79.15 79.15
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This note was uploaded on 04/09/2008 for the course PHYS 261 taught by Professor Boyd during the Spring '08 term at Maryland.

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DavidOBrien_E7 - Part A V(cc P(kPa 12 102.8662 102.8093...

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