the molecule of an ideal gas have
Answers
Answer:
only kinetic energy is the correct answer
Answer:
Concept:
A theoretical gas known as an ideal gas is made up of several randomly moving point particles with no interparticle interactions. Because it abides by the ideal gas law, a condensed equation of state, and is amenable to statistical mechanics analysis, the ideal gas concept is helpful. If, for instance, the interaction is totally elastic or is thought of as point-like collisions, the constraint of zero interaction can frequently be disregarded. At lower temperatures or greater pressures, where molecular size and intermolecular interactions become significant, the perfect gas model frequently fails. The majority of heavy gases, including many refrigerants, as well as gases with high intermolecular interactions, most notably water vapour, are also affected. Real gases frequently have volumes that are significantly bigger than ideal gases at high pressures. A actual gas's pressure is frequently much lower than an ideal gas's at low temperatures.
Given:
The molecule of an ideal gas have
Find:
find the answer for the given question
Answer:
The answer is Kinetic Energy
The molecules in a perfect gas solely possess kinetic energy.
Gas particles in a sample do not all move at the same speed and do not all have the same kinetic energy. The temperature of a gas is determined by the average kinetic energy of its particles.
By looking at the most basic system imaginable, an ideal gas, the internal energy of a system can be comprehended. Because there is no particle interaction in an ideal gas, this systems has no potential energy. Therefore, the total kinetic energy of the gas's constituent particles makes up the internal energy of a perfect gas. A very basic arrangement of non-interacting particles makes up ideal gases. The kinetic energy of the gas particle motion is the only energy present. No potential energy exists. Let's examine this system to provide an example of some of the ideas we have been talking about, such as internal energy, specific heat, etc.
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