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1. An ideal gas is one in which collisions between the molecules are perfectly
elastic. It is possible to think of such a gas as perfectly hard billiard
balls that collide and bounce off each other without losing kintic energy.
Such a gas can be characterized by three quantities: absolute pressure
(P), volume (V ) and absolute temperature (T). These three quantities
are related by the ideal gas law:
P V = nRT
where P is the pressure in kilopascals (kPa), V is the volume of the gas in
liters (L), n is the number of molecules of the gas in units of moles (mol), R
is the universal gas constant (8.314 [login to view URL]), and T is the absolute
temperature in kelvins (K). (Note: 1 mol = 6.02 ×1023 molecules). A
sample of an ideal gas contains 1 mol of molecules at a temperature of 273
K:
(a) Write a program to calculate and print out the volume of this gas as
its pressure varies from 1 to 1001 kPa in steps of 100 kPa.
(b) Suppose that the temperature of the gas is increased to 300 K. How
does the volume of this gas vary with pressure over the same range?
(c) Plot on the same graph the P-V curve for both temperatures.
项目ID： #7319822
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Sir I am a Computer Science student and I can write programs in C++. Physics is my favourite subject and I can assure you the best results for your project. Please appoint me for this and I won't give you a chance of 更多
"We can provide a program pvn, which is written in Dev C++ and which prints P/V values using the ideal gas equation. A plot is drawn in a separate window to show the inverse P V dependency. An exe and a cpp source file 更多
