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Q: Consider the partition function Z=Ee ), Calculate the specific heat of the system. Bho 1-e (a) ke h…

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Q: H) using the general From OF the tem pero distrusetion equation and Starting From the middle OF the…

A: This problem is the application of the Fourier equation. The data given is,

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Q: a) Consider two large hull as in Figure 3 above made of foam for Amphibian Aircraft has a volume of…

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Q: find frmperature at the trißle point ? Vapow pressure of.liquid & Sofid ammoni ay are respecfivelcy…

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Q: 3/detarmine the standrd area of a lshaff having diameter Cd) of Clo mn) with (o%.) accuracy and…

A: Surface area,A=π/4*d^2*l Error in Area,∆A/A*100=2*∆d/d*100+∆l/l*100 Total error in Area=2*1+2=2+2=4%

Q: c) A cooking pan is made of aluminium of mass 2kg and a specific heat capacity of 0.95KJ/kgK. The…

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Q: Two pots are identical except that the flat bottom of one is aluminum, whereas that of the other is…

A: Find the temperature of heating element on the copper bottom .

Q: onvection heat transfer coefficie xit temperature of the fluid. T.

A: Given  ! Air properties K=0.032 W/ m.K μ = 2 . 19 * 10 ^ - 5   P a- s  p=0.946 kg/m3 Pr= 0.7 Area…

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A: Write the ideal gas equation. PV = nRT T = PV/nR Substitute the given values.

Q: Fig. 10-18 free-body gram for th

A: Consider the free body diagram of the block as shown below. From the free body diagram,

Q: fortheturss Showndetermih. the forces in mebers BGAB Hiand GI

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Q: Bbck A has a mass of 7kp. 5tatic ond Whe tik frictiia coefficients of the inclined surface ore 04…

A: Consider the free body diagram shown below for the given block.

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Q: A thermocouple is used to measure the temperature T1. The thermocouple reference junction labeled 2…

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A: Given data: Initial temperature, To=1800KAmbient temperature, Ts=300KFinal temperature, T20…

Q: P14-2. Given the state of stres shown an the clement, Iind m and re and show the results on a…

A: Understand that the given normal stresses are acting on the planes on which the shear stresses are…

Q: Read the question carefully and give me right solution according to the question. Note: Don't copy…

A: Given datar0=5 mm   T0=400°C   T∞=20°C   hw=10814 w/m2kTs=3000 kg/m3 C=1000j/kgk     σ=6.66×10-6…

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A: 0.59 kg of CO2 is produced for each kWh of electricity generated from a power plant that burns…

Q: yclinder shoped 14 cm length Corro f has and diameter . That carrot is at 25°c and + iS Put into…

A: Given: The length of carrot, L = 14 cm = 0.14 m The diameter of carrot, d = 4 cm = 0.04 m The…

Q: (a) PRE-LAB: Determine the effects of heat transfer on the dimensions when heat is transferred t and…

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Q: Assume that T0 = 1800 K is the temperature of fluid iron (which is roughly its melting point). From…

A: Transient or unsteady state conduction heat transfer In Heat Transfer under steady conditions, the…

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A: Given:DADB=2

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A: Given Data: The initial temperature of the watermelon, Ti=35C Diameter of the watermelon, D=0.20m…

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Q: a tray of liquid water is placed in a freezer where it cools from 20 deg C to "-5" deg C. what is…

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Q: A tank 3.5 m long and 2.5 m wide contains alcohol of relativedensity 0.82 to a depth of 3 m. A 50 mm…

A: Specific gravity of alcohol = 0.82  Length = 3.5 m Width = 2.5 m Depth = 3 m

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Q: area througn the composite w ransfer per Assume one-dimensional heat flow. Figure P2-4

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Q: hydraulie fficiency -nn

A: Hydraulic efficiency = ηh  ηh = m˙ ( Vu0 R0 - Vu1 R1)m˙gh ηhgH= ( Vu0 R0 - Vu1 R1)

Q: dT = k(T- Tm), where T(t) is the temperature of the object at The mathematical model for Newton's…

A: Given Data dTdt=K(T-Tm)by solving above equation we will get-kt=log(T-Tm)+log C    T-Tm=C×e-kt→  →…

Q: An office space of 35 x 25'x15 high. The space contains three (6'x 2-5') poorly fitt ed doors made…

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Q: An electric room heater (radiator) element is 25 cm long and 4 cm in diameter. The element…

A: Given:L=25 cm =0.25 md=4 cm =0.04 mQ=1500 WT∞=15°C =288 K

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Q: tnat tem Peratur during the exPanston ad tabutie ntthermtoffof the eycte is 5o 1, omfressiorratie…

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Strain energy

The term strain indicates the variation in an object's length, area, and volume when the object is subjected to an external force. The external force may be of normal, shear, moment, torque, etc. The strain in an object depends on the types of external force and cross-section of the object. Mathematically, the evaluation of strain can be obtained with the help of elastic constants.