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$[1]$Consider the ideal writing cycle as shown in the figure below. Air standard assistance and cold air standard assistance are applied. Each process consists of the following and is all reversible.

$1-2$In a constant temperature, back is expanded $($energy inflow$)$

$2-3$: Energy release under constant pressure

$3-4$: Compression of back $($energy release$)$under constant temperature

$4-1$: Energy inflow with constant pressure

For the unit operating flow rate of air. It operates at $27$and $527$and has a maximum pressure of $20$atmospheres and a pressure at three points is atmospheric pressure $(100$kPa$).$The gas constant of air is $0\mathrm{.}287$kJ$/$kgK$.$The static and static specific pressure specific heat are $0\mathrm{.}7$kl$/$kgK respectively, and the specific heat ratio is k$=140.$

When writing a dip, make sure to include a unit, and indicate the energy supply including $+,-,$and the efficiency as a percentage

Show it to me

$(1)$Create the T$-$s diagram and process below and show it in the P$-$v Declaration.

$(2)$Use the ideal gas equation to find the volume in the first magnetic field. $($To solve the following problems

Find the volume at each point.$)$

$(3)1-2$: Apply the law of conservation of energy to find the amount of heat supplied.

$(4)2-3$: Apply the law of conservation of energy to find the amount of heat released.

$(5)3-4$: Apply the law of conservation of energy to find the amount of heat released

$(6)4-1$: Apply the law of conservation of energy to find the amount of heat supplied..

$(7)$Get pure work.

$(8)$Use the plot of the T$-$s diagram to show the efficiency.

$(9)$Find efficiency.

$(10)$If the amount of heat released in the process of $2-3$is supplied by $4-1($Renewable Ericsson Cycle$),$calculate the efficiency.

$[1]$ Consider the ideal writing cycle as shown in the figure below. Air standard assistance and cold

air standard assistance are applied. Each process consists of the following and is all reversible.

$1-2$ In a constant temperature, back is expanded $($energy inflow$)$

$2-3$: Energy release under constant pressure

$3-4$: Compression of back $($energy release$)$ under constant temperature

$4-1$: Energy inflow with constant pressure

For the unit operating flow rate of air. It operates at $27^($@$)$C and $527^($@$)$C and has a maximum pressure

of $20$ atmospheres and a pressure at three points is atmospheric pressure $(100$ kPa $).$ The gas

constant of air is $0\mathrm{.}287$kJ$//$kgK$.$ The static and static specific pressure specific heat are $0\mathrm{.}7$kl$//$kgK

respectively, and the specific heat ratio is k$=140.$

When writing a dip, make sure to include a unit, and indicate the energy supply including $\_(2)=,$ and

the efficiency as a percentage

Show it to me

$(1)$ Create the T$-$s diagram and process below and show it in the P $-$v Declaration.

$(2)$ Use the ideal gas equation to find the volume in the first magnetic field. $($To solve the following

problems

Find the volume at each point.$)$

$(3)1-2$: Apply the law of conservation of energy to find the amount of heat supplied.

$(4)2-3$: Apply the law of conservation of energy to find the amount of heat released.

$(5)3-4$: Apply the law of conservation of energy to find the amount of heat released

$(6)4-1$: Apply the law of conservation of energy to find the amount of heat supplied.

$(7)$ Get pure work.

$(8)$ Use the plot of the T$-$s diagram to show the efficiency.

$(9)$ Find efficiency.

$(10)$ If the amount of heat released in the process of $2-3$ is supplied by $4-1($Renewable Ericsson Cycle$)$ calculate the efficiency.