Mechanical Engineering - Thermodynamics - Discussion
Discussion Forum : Thermodynamics - Section 1 (Q.No. 18)
18.
The entropy __________ in an irreversible cyclic process.
Discussion:
36 comments Page 2 of 4.
Lalit said:
8 years ago
Entropy will remain constant as it point function and here the process is cyclic.
Govind Rajput said:
9 years ago
What is an entropy?
Explain it detail.
Explain it detail.
Nadir said:
9 years ago
Entropy for the irreversible system may remain greater than zero or may be less than zero. Entropy depends on internal irreversibility as well as external irreversibility.
Jenin raj said:
9 years ago
How to easily understand the reversible (Carnot cycle), irreversible and entropy process?
MOHAN said:
9 years ago
As per the Clausius Theorem and Inequality:
The net changes in entropy in one complete cycle attributes a zero entropy change to the most efficient engine cycle.
The net changes in entropy in one complete cycle attributes a zero entropy change to the most efficient engine cycle.
Bharadwaj said:
9 years ago
Entropy can never be > zero.
Change in entropy can be < 0.
Change in entropy can be < 0.
Mridul Banerjee said:
9 years ago
Entropy is a system property. So cyclic integral of entropy is zero. Thus entrpoy of the system does not change.
But the entropy of the universe should obviously increase as it is irreversible process.
But the entropy of the universe should obviously increase as it is irreversible process.
Rakesh vekariya said:
10 years ago
For reversible cycle change in entropy is = 0.
For irreversible process change in entropy > 0.
If entropy < 0 then the process is impossible.
For irreversible process change in entropy > 0.
If entropy < 0 then the process is impossible.
BKvictor said:
10 years ago
Disorder means here the randomness. The flexibility of the molecules to respond to the property changes and move their way randomly.
As per kinetic theory of gases, there is no particular force of attraction or repulsion existing between them and hence they can go randomly and respond randomly. This is said to be disorder.
As per kinetic theory of gases, there is no particular force of attraction or repulsion existing between them and hence they can go randomly and respond randomly. This is said to be disorder.
Sangu said:
10 years ago
What do you mean by disorder?
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