Elements Of Electromagnetics
7th Edition
ISBN: 9780190698614
Author: Sadiku, Matthew N. O.
Publisher: Oxford University Press
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- Derive the 7 General Property equation of the following thermodynamic processes: 2. Isothermal Processarrow_forwardThe following processes occurs in a reversible thermodynamic cycle: 1-2: Reversible polytropic compression at pressure 0.6 bar at volume 0.07 m3 to a pressure 10.2 bar and specific volume 0.4 m3/kg. The index of compression may be taken as n. 2-3: Reversibly expansion with expansion index of 2 to pressure 3 bar. 3-1: Reversible cooling at constant volume to the initial state. Calculate the value of n in the process to 3 decimal places.arrow_forwardDescribe the Kelvin–Planck and Clausius statements of the second law of thermodynamics.arrow_forward
- The following processes oCcurs in a reversible thermodynamic cycle. 1-2 Reversible polytropic aompression at pressure 0.5 bar at volume 0.08 m to a pressure 9.9 bar and specific volume 0.5 m/kg. The index of compression may be taken as n. 2-3 Reversibly expansion With expansion index of 2 to pressure 2.6 bar 3-1 Reversible cooling at/constant volume to the initial state. Calculate the work for the compression in the process to 2 decimal places. Not in kilo or mega.arrow_forward20 g of air undergoes a closed cycle, illustrated in Figure Q2, which consists of the following 3 processes: 1-2 Constant pressure heat rejection. 2-3 Constant volume heat addition. 3-1 Isothermal expansion back to the original conditions. P (kPa) 75 1 V (m') 0.025 0.04 Figure Q2: Three process cycle Given that Rair = 287 J/kg-K, and Cy = 718 J/kg-K, and assuming ideal gas conditions throughout: (a) Determine the temperatures at points 1, 2 and 3, and the pressure at point 3. (b) Determine the work during each process, and the net work from the cycle. (c) Determine the heat transferred during each process. (d) Verify that this is a cycle.arrow_forwardThe following processes occurs in a reversible thermodynamic cycle: 1-2: Reversible polytropic compression at pressure 0.7 bar at volume 0.09 m3 to a pressure 10.4 bar and specific volume 0.7m3/kg. The index of compression may be taken as n. 2-3: Reversibly expansion with expansion index of 2 to pressure 1.9 bar. 3-1: Reversible cooling at constant volume to the initial state. Calculate the work for the expansion in the process to 2 decimal places. Not in kilo or mega of unit.arrow_forward
- FInd the QUESTION 4 The following processes occurs in a reversible thermodynamic cycle 12 Reversible polytropic compression at pressure 0 8 bar at volume 0 07 m³ to a pressure 11 bar and specific volume 0 6 m/kg The index of compression may be taken as n 2-3 Reversibly expansion with expansion index of 2 to pressure 2 3 bar 31 Reversible cooling at constant volume to the initial state Calculate the mass of fluid present to 3 decimal places QUESTION 5 The followinarrow_forwardSteam in a piston-cylinder assembly undergoes a polytropic process, with n = 2, from an initial state where V₁ = 4.38600 ft³, p₁ = 400 lbf/in², and u₁ = 1322.4 Btu/lb to a final state where u₂ = 1036.0 Btu/lb and v₂ = 3.393 ft³/lb. The mass of the steam is 2.5 lb. Changes in kinetic and potential energy can be neglected. Determine the change in volume, in ft3, the energy transfer by work, in Btu, and the energy transfer by heat, in Btu.arrow_forwardThe following processes occurs in a reversible thermodynamic cycle: 1-2: Reversible polytropic compression at pressure 0.6 bar at volume 0.09 m3 to a pressure 11.1 bar and specific volume 0.4m3/kg. The index of compression may be taken as n. 2-3: Reversibly expansion with expansion index of 2 to pressure 2.3 bar. 3-1: Reversible cooling at constant volume to the initial state. Calculate the mass of fluid present to 3 decimal placesarrow_forward
- answerarrow_forwardThe molar heat capacities of substances varies with temperature. The general function for determining the molar heat capacity is given below; Cp = ( a + b T + c T 2 )R . In case of a gas where a = 3.245, b = 7.108 x10 ^-4 K ^-1 , and c = -4.06 x10^ -8 K ^-2 for temperatures in the range of 300 Kelvins to 1,500 Kelvins. What is the heat capacity (in Joules per Kelvin per mole) of this gas at 1,500 kelvins? NOTE: Express answer in THREE SIGNIFICANT FIGURES.arrow_forwardThermodynamics. Help me out with detailed explanation. 1. Describe in detail the Joule-Thomson experiment. Include in your descriptionthe aim, apparatus, setup, results, relevant formulae and potentialapplication(s) of the experiment. 2. Explain, using appropriate example(s), how does Clausius statement of thesecond law set an upper limit to the thermal efficiency of any heat engine, andto the coefficient of performance of a refrigerator.arrow_forward
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