12. cyclic processes, entropy and order Flashcards

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1
Q

Define cyclic process

A

Defined as processes which begin and end at the same point in the p-V diagram

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2
Q

How to calculate work done per cycle of a cyclic process

A

Area inside the loop of the p-V diagram

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3
Q

What is the carnot process?

A

Carnot combined 4 thermodynamic processes to construct a cycle that provides an upper limit on the maximum efficiency that any classical thermodynamic engine can achieve during the conversion of heat into work.

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4
Q

Carnot process assumptions

A
  1. the engine is completely insulated - there is not transfer of heat with en/v
  2. the heat reservoirs and exchange are ideal
  3. we are dealing with 1 mole of gas
  4. the piston’s motion is frictionless
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5
Q

Describe the isothermal expansion - carnot process

A

step 1
• the system is in thermal contact with the heat reservoir at high temp
• heat causes gas to expand - doing work on surroundings
• lowering the pressure, increasing the volume while keeping T constant (∆U constant)

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6
Q

Describe the adiabatic expansion - carnot process

A

Step 2
• the gas is thermally insulated from both reservoirs
• the gas continues to expand by reduction of pressure - doing work on the surroundings
• loses internal energy to the work done and causing its temperature to decrease

no heat; Q = 0

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7
Q

Describe the isothermal compression of carnot process

A

Step 3
• the system is in thermal contact with the heat reservoir at T(low)
• the surroundings do work on the gas - pushing the piston down causing an amount of heat energy to leave the system to the low temperature reservoir
∆U = 0 (constant tem)

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8
Q

Describe the adiabatic compression of carnot process

A

Step 4
• The gas is thermally insulated from both reservoirs
• the surroundings do work on the gas, pushing the piston down further increasing its internal energy - compressing it
• causes temperature to rise back up
Q=0

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9
Q

What are the steps in the carnot process (in order)?

A
  1. isothermal expansion
  2. adiabatic expansion
  3. isothermal expansion
  4. adiabatic compression
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10
Q

Define reversible process

A
  • passes through a continuous series of equilibrium states
  • can be stopped at any stage and reverse so that the system and surroundings are exactly restored to their initial states
  • produces maximum work in engines and requires minimum work in devices such as heat pumps
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11
Q

Some examples of reversible processes?

A
  • expansion/compression of a spring
  • adiabatic expansion or compressions
  • elastic stretching of solid
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12
Q

Define irreversible processes

A
  • passes through a series of non-equilibrium states
  • difficult to predict the properties of the system over time
  • when an irreversible process is made to proceed backwards it does not reach its original state - system reaches a new state
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13
Q

P-V diagrams of irreversible processes

A

Usually represented by dotted lines

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14
Q

What are the factors which causes a process to be irreversible?

A
A presence of any of these factors makes a process irreversible
• friction
• free expansion
• diffusion
• electric resistance
• inelastic deformation
• chemical reactions
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15
Q

What is the second law of thermodynamics?

A
  • efficiency of a system
  • thermal energy is distinct from all other energy forms because it cannot be converted completely into work
  • impossible to take heat from a reservoir an change it into work without a fraction of the heat being released
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16
Q

Define entropy

A

•Defined as the property of a system which measures the degree of disorder or randomness in the system

17
Q

In what kind of system is ∆S = 0?

A

Applies to
• closed system with reversible processes
or
• systems that are continuously in an equilibrium state

18
Q

In what kind of systems is ∆S > 0?

A

Applies to close systems with irreversible processes or systems that are non equilibrium state

19
Q

How to calculate the number of accessible microstates in a system?

A

s = Kb x ln(W)

Kb = boltzmann's constant
W = number of accessible microstates of the system
20
Q

What are the different ways entropy can be increased?

A
  1. adding particles
  2. adding energy
  3. increasing volume
  4. dissociation