37. a certain mass of ideal gas, starting from state A, through (1) (2) two different processes to reach state C, $p - \mathrm { T }$ image shown in the figure, the following statement is correct

- A. A. Process (1) Gas does work on the outside
- B. B. Process (2) the gas gives off heat before absorbing it
- C. C. The heat absorbed by the gas in process (1) is less than the heat absorbed in process (2)
- D. D. State A has more molecular collisions per unit time than state C per unit area of the wall.
Answer: C
Solution: AD. process (1) gas pressure and thermodynamic temperature is proportional to the gas isovolumetric changes, the volume of the gas is unchanged, the outside world on the gas does not do work, the gas temperature rises, the internal energy increases, by the first law of thermodynamics
$$
\Delta U = Q + W
$$
It can be seen, the gas absorbs heat, unit time, state A than state C, the number of molecular collisions per unit area of the wall is less, so AD error;
B. AB process gas pressure is unchanged, the temperature rises, by the cover a Lussac's law can be known by its volume increases, the gas to the outside world to do work, the gas temperature increases, the internal energy increases, by the first law of thermodynamics
$$
\Delta U = Q + W
$$
It can be seen that the gas to absorb heat, and the work done by the gas to the outside world is less than the heat absorbed by the gas, BC process of isothermal changes in the gas, the internal energy of the gas remains unchanged, the pressure increases, by Boyle's law can be seen, the volume decreases, the outside world to the gas work, by the first law of thermodynamics
$$
\Delta U = Q + W
$$
It can be known that the gas exothermic, and the work done by the outside world on the gas is equal to the heat released by the gas, then the process (2) the gas first absorbed heat after the release of heat, so B error;
C. The heat absorbed by the gas in process (1) is
$$
Q _ { 1 } = \Delta U
$$
The amount of heat absorbed by the gas in process (2) is
$$
Q _ { 2 } = \Delta U + W
$$
The amount of heat absorbed by the gas in process (1) is less than the amount of heat absorbed in process (2), so C is correct.