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What is the difference between ideal and actual cycle?

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Aadity Kumar

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1y ago

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Why carnot cycle are consider as ideal reversible cycle?

carnot cycle is the highiest efficiency


What is the difference between the Carnot cycle and the Rankine Cycle?

carnot cycle is a very ideal cycle that isn't practical at all , 'cause we add and reject heat isothermally , a wet mixture enters the turbine so it'll cause pitting and erosion and a wet mixture enters the pump , and the pump can't deal with a 2 phases fluid rankine cycle is a practical cycle but with a very low efficiency so the main difference lies in the adding and rejecting of heat


Explain the reverse carnot cycle and from them go to ac?

Carnot Cycle is an ideal thermodynamic cycle that describes the functioning of a perfect heat engine. In the refrigeration system we need a cooling effect. So, in effect, refrigeration cycle is reverse in process than that of a carnot cycle, and ofcourse not ideal. Air-conditioners also run on the similar cycle as refrigerators.


What is reversibility in thermodynamics?

Ideal Carnot Cycle is one example It is a process that does not have an energy loss.


What is the difference between an ideal and actual cycle?

fdfv tdfgd trvx


What is known as carnot heat engin?

carnot's heat heat engine is also known as ideal heat engine.because in carnot's the precess is reversible .Total heat converted into work . The efficiency is maximum for carnot's heat engine.


Why is carnot cycle not suitable as an ideal cycle for all power producing cyclic devices?

The Carnot Cycle is a prime example of what is possible under the laws of physics however the cycle is impractical to build. The facts that its keeps stepping back and forth from isothermal to adibatic processes make it very hard to construct.


What did Sadi Carnot invent?

He invented the idea of the ideal thermodynamic cycle.


What should be age difference between ideal couple for marriage?

The ideal age difference should be between 4 and 7.


What is the relationship between ideal cycle time and handling time?

yeah


What is the maximum work obtainable from two bodies at temperatures T1 and T2 . i need derivation. pls help you out?

To obtain the maximum work/time (power) from two bodies at different temperatures, you have to put an "Ideal" Heat Engine between the two bodies. The Heat Engine works with the "Carnot Thermodynamic Cycle". The Heat Efficiency of the Carnot Cycle Engine is called "Carnot Efficiency" and it only depends on the Absolute Temperature of the two bodies. Absolute Temperature also known as Thermodynamic Temperature will be in Rankine degrees, oR, (U.S.C.S.), or Kelvins (I.S.). The Carnot Heat efficiency is given by; eff (%) = [1 - TL/TH] x 100 where TH and TL are the High and Low Thermodynamic Temperatures of the bodies. So if a given Carnot Efficiency turns out be of 35%, this means that from the heat given by the High Temperature body, 35% is converted to work and the rest is dumped to the Low Temperature body.


What is a major difference between folkways and mores?

The level to which the ideal is enforced