Please write down the proof of the Gay-Lussac-Joule experiment, i.e. Hint: you may use two-step process as shown in the figure. 2 for the ideal gas, u does not depend on v. 11 P V
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- Consider Ω = αU^(αNV) Use the following steps to find T, U(T), and CV 1. Use quantum mechanics and some combinatorics to find an expression for the multiplicity,Ω , in terms of U, V, N, and any other relevant variables. 2. Take the logarithm to find the entropy, S. 3. Differentiate S with respect to U and take the reciprocal to find the temperature, T, as a function of U and other variables. 4. Solve for U as a function of T (and other variables). 5. Differentiate U(T) to obtain a prediction for the heat capacity (with the other variables held fixed).Learning Goal: To derive the expression for the work done by an expanding gas, W pAV, and to understand how it follows from the expression WFAz for mechanical work In thermodynamics, positive work is defined to be the work done by a system on the exterior world. In classical mechanics, the converse is true: One always considers the work done on a system by the outside world to be positive. For example, suppose you push a large block with a certain force of Figure 101 Gas Part C What is AV, the increase in volume of the gas? Express the increase in volume in terms of Ar and other given quantities. >View Available Hint(s) - ΑΣΦ AV - PAAx Submit Previous Answers Request Answer * Incorrect; Try Again Part D Complete previous part(s) Part E Complete previous part(s) Part F Complete previous part(s) F 02-23-2Write to text format answer
- Parts A-cA plastic bag containing 0.2 kg of water at 20°C is dropped from a height of 0.5 m onto an insulating carpet. Assume that the bag does NOT break. What is the approximate probability that a similar bag sitting on a carpet will do the reverse; that is, spontaneously jump 0.5 m in the air? Express your answer in the form "Probability = 10-x," where x is a number you will calculate. (Hint: Note that ey = 10y÷ln(10).)M A gas is allowed to expand into an empty chamber that doubles the volume it occupies (free expansion). If there were o available states before the expansion and 15 particles in the gas, how many available states will there be after the expansion into the other, equal chamber, as a multiplier of o? Be sure to express your factor withing 2%.
- please show the work for a,b,cAnswer in 90 minutes please.Please solve and explian the solution: Let M represent a certain mass of coal which we assume will deliver 100 joules of heat when burned – whether in a house, delivered to the radiators or in a power plant, delivered at 1000°C. Assume the plant is ideal (no waste in turbines or generators) discharging its heat at 30°C to a river. How much heat will M, burned at the plant to generate electricity, provide for the house when the electricity is:(a) delivered to residential resistance-heating radiators?(b) delivered to a residential heat pump (again assumed ideal) boosting heat from a reservoir at 0°C into a hot-air system at 30°C?