V2 W - Where: p- T/V By substitution: V2 dv W - V1 Applying the rules of integration, the word done will become W= In| Using: P1V1 = nRT & P2V2 = nRT The work done in terms of pressure is expressed as In

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Chapter1: Units, Trigonometry. And Vectors
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(9 blanks) Derive the work done of an ideal gas undergoing isothermal expansion at temperature T1 if the volume changes from V1 to V2. Express in terms of P1 and P2.
V2
W =
Where: p=
TV
By substitution:
V2
dv
W =
/1
V
Applying the rules of integration, the word done will become
W=
In
Using:
P1V1 = nRT & P2V2 = nRT
The work done in terms of pressure is expressed as
W =
In|
Transcribed Image Text:(9 blanks) Derive the work done of an ideal gas undergoing isothermal expansion at temperature T1 if the volume changes from V1 to V2. Express in terms of P1 and P2. V2 W = Where: p= TV By substitution: V2 dv W = /1 V Applying the rules of integration, the word done will become W= In Using: P1V1 = nRT & P2V2 = nRT The work done in terms of pressure is expressed as W = In|
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