With isothermal expansion m = 2.0 kg of hydrogen, taken

With an isothermal expansion of m = 2.0 kg of hydrogen, taken at a pressure P1 = 6.0 * 10^5 N/m^2 and a volume V1 = 8.31 m^3, work A = 5.4 MJ was performed. After isothermal expansion, the gas was adiabatically compressed to its original volume. Determine in which case a large modulus of work was performed and by how many times. Construct a graph of the process in coordinates P, V.

Problem 20204. Detailed solution with a brief record of the conditions, formulas and laws used in the solution, derivation of the calculation formula and answer. If you have any questions regarding the solution, please write. I try to help.

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Product description:

The product is offered in the form of 2.0 kilograms of hydrogen, which will be subjected to isothermal expansion. Isothermal expansion means that the expansion process will occur at a constant temperature, which will maintain the initial state of the gas. With this expansion, the volume of the gas will increase, but its pressure will remain unchanged.

The product can be used in various fields, for example, in the chemical industry, for the production of hydrogen fuel cells, as a working fluid for internal combustion engines or as a filler for balloons.

The buyer must take into account the specifics of storing and using hydrogen, as it is a flammable and explosive gas. It is recommended to take all precautions when working with it, and also store it in special conditions to avoid possible dangerous situations.

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