The total rate of entropy generation is 0.268 J/K.
Entropy, the degree of a gadget's thermal electricity consistent with unit temperature that is unavailable for doing useful paintings. due to the fact work is acquired from ordered molecular motion, the quantity of entropy is likewise a measure of the molecular sickness, or randomness, of a machine.
Resistance of resistor R = 25 ohm
the total rate of entropy generation ?
Current flowing through resistor I = 10 A
Heat generation due to resistance , Q = I2R = 100*25 = 2500 J
Resistor temperature T = 310 K
Surrounding temperature Ts = 300 K
Entropy change for Resistor, heat lost due to the resistance to the surrounding then Q = -ve
(ΔS)syst = - Q/T = - 2500 J/310K = - 8.064 J/K
Entropy change for the system: here heat gain from the resistor, Q = +ve
(ΔS)surr = +Q/Ts = 2500J/300K = 8.333 J/K
Total Entropy generation :
(ΔS)tot = (ΔS)syst + (ΔS) Surr = -8.064 + 8.333 = 0.268 J/K
Learn more about entropy here:- brainly.com/question/6364271
#SPJ4
