An Introduction to Thermal Physics
An Introduction to Thermal Physics
1st Edition
ISBN: 9780201380279
Author: Daniel V. Schroeder
Publisher: Addison Wesley
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Chapter 7.1, Problem 1P
To determine

The sketch of fraction of occupied heme sites as a fraction of partial pressure of oxygen.

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Using MATLAB editor, make a script m-file which includes a header block and comments: Utilizing the ideal gas law: Vmol= RT/P Calculate the molecular volume where: R = 0.08206 L-atm/(mol-K) P = 1.015 atm. and T = 270 - 315 K in 5 degree increments Make a display matrix which has the values of T in the first column and Vmol in the second column Save the script and publish function to create a pdf file from the script in a file named "ECE105_Wk2_L1_Prep_1"
In this problem you will investigate the behavior of a van derWaals fluid near the critical point. It is easiest to work in terms of reduced variables throughout. Still working in the same limit, find an expression for the difference in volume between the gas and liquid phases at the vapor pressure. You should find (Vg -Vi) ex: (Tc -Tl, where (3 is known as a critical exponent. Experiments show that (3 has a universal value of about 1/3, but the van der Waals model predicts a larger value.
The following empirical equation correlates the values of variables in a system in which solid particles are suspended in a flowing gas: 1/3 (5)" (¹²) " (d, up kg day D Both and PD are dimensionless groups; k, is a coefficient that expresses the rate at which a particular species transfers from the gas to the solid particles; and the coefficients 2.00 and 0.600 are dimensionless constants obtained by fitting experimental data covering a wide range of values of the equation variables. Estimate the values of k, for the following data; pay attention to units. Case 1 = 2.00+ 0.600 2 3 3.00 mm 0.300 in 0.350 cm (dimensionless) 0.100 0.100 0.200 D 0.170 cm²/s 1.10 x 104 ft²/s 2.60 x 10-5 m²/s " 2.20 x 10-5 (N-1)/m² 3.00 x 10-7(b) Mt² 2.00 x 104 g/cm-s) P 0.750 x 10-3 g/cm³ 0.0500lb/ft² 1.30 kg/m³ 20.0 m/s 42.0ft/s 1000.0 cm/s 651 656 314 m/s ft/s cm/s
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