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For a process to be considered isothermal and reversible, it must occur at a constant temperature and be able to be reversed without any loss of energy.

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6mo ago

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Is melting of wax reversible change?

You can easily un-melt it, i.e., wait for it to cool down and get hard again. However, the energy required for melting can't be recovered (useful energy gets converted into unusable energy), so in that sense, this process (and most processes in nature) are irreversible.


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What is reversibility of machine?

Reversibility of a machine refers to its ability to run in both forward and backward directions. A reversible machine can operate efficiently when the direction of its input energy is reversed, allowing it to perform tasks in both directions without any significant loss of efficiency. This feature is useful in applications where bi-directional motion or operation is required.


For any two materials the force required to overcome sliding friction is always larger than the force required to overcome starting friction?

This statement is not always true. The force required to overcome starting friction can sometimes be larger than the force required to overcome sliding friction due to factors like surface roughness, adhesion, and lubrication. It depends on the specific properties of the materials and the conditions under which they are in contact.


Would a large bare field by considered bosky why or why not?

No, a bare field would not be considered bosky because the term "bosky" refers to a place that is densely covered with trees or bushes. A bare field lacks the required vegetation to qualify as bosky.

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A reversible ratchet is a tool used for tightening or loosening nuts and bolts. It has a mechanism that allows it to rotate in both directions without having to lift and reposition the tool. This makes it efficient for tasks where continuous rotation in a confined space is required.


What will be the Specific heat during an isothermal process?

That's kind of a trick question. Specific heat - also known as "heat capacity" is the energy required to change the temperature by a fixed amount. In the case of an isothermal process, the temperature isn't changing. Since specific heat is defined as (δH/δT), isothermal heat capacity would be (δH/δT)T which means, in English, the change in enthalpy with a change in temperature when the temperature isn't changing... you see the problem. If δT = 0, then δH/δT = ±∞ (positive if heat is added to the system to keep the temperature constant, negative if heat was removed to keep it isothermal) You could write some equations such that the heat capacity becomes a term in the equation. What you will generally find though is that the heat capacity is multiplying a dT term and when dT is zero, that term drops out and heat capacity is irrelevant for the calculation.


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