1.7.13 · HinglishThermodynamics

First law of thermodynamics — dU = dQ − dW, sign conventions

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1.7.13 · Physics › Thermodynamics


HAR term KYA hai?


Ise first principles se KAISE derive karein


Sign conventions (woh part jahan sabka gadbad hota hai)


Figure — First law of thermodynamics — dU = dQ − dW, sign conventions

Worked examples


Forecast-then-Verify


80/20 — woh 20% jo 80% deta hai


Recall Feynman: ek 12-saal ke bachche ko samjhao

Socho tumhara pet gas ka ek balloon hai. Khana khaana = heat andar jaana. Wo energy ya to tumhe andar se garam karti hai () ya tumhe push karne aur cheezein uthane detaa hai (). Agar tum 500 calories khao aur push-ups karte hue 200 burn karo, 300 stored rehti hain. Yahi First Law hai: *jo tum khaate ho = jo tum store karte ho

  • jo tum spend karte ho.* Aur "andar ki garmahat" sirf is par depend karti hai ki tum abhi kitne hot ho, is par nahi ki kaise hot hue — lekin "khaana khaya" aur "kaam kiya" journey par depend karte hain.

Flashcards

Physics convention mein First Law batao
, jahan gas dwara kiya gaya kaam hai.
state function kyun hai
Ye sirf current state par depend karta hai, liye gaye path par nahi.
aur path functions kyun hain
Ye processes describe karte hain; inki values is par depend karti hain ki system kaise change hua, sirf endpoints par nahi.
derive karo
Piston par gas ki force ; work kyunki .
Gas expand hone par ka sign
Positive (, gas surroundings par kaam karti hai).
Gas compress hone par ka sign
Negative (); equivalently surroundings gas par positive work karte hain.
Isothermal ideal-gas process ke liye,
Zero, kyunki sirf par depend karta hai aur constant hai.
Adiabatic process mein kaun sa term zero hota hai
, isliye .
Chemistry likhti hai — contradiction?
Nahi; wahaan kaam hai gas PAR , same physics.
J heat andar, J kaam gas dwara: ?
J.

Connections

Concept Map

dressed up as

adds energy to

removes energy via

changes

is a

is a

is a

from piston geometry

force x distance

requires

Q>0 heat into gas

W>0 gas expands

Conservation of energy

Internal energy U

Heat Q

Work W

dU = dQ - dW

State function

Path function

dW = P dV

Sign conventions