But actually the adiabatic curve is steeper than isothermal curve The change in internal energy is entirely due to mechanical work adiabatic process using the first law of Thermodynamics, as; d E int = W → (1) where, ΔE int ⇒ change in internal energy and W ⇒ workdone Then, they used the relation: C v = Q / n d t Where, Q ⇒ heat ‘n’ ⇒ no
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The change in internal energy is entirely due to mechanical work But actually the adiabatic curve is steeper than isothermal curve I would write: “The ideal gas law ( Boyle’s Law ) holds that for a confined gas in equilibrium at contact Temperature $T$, that $PV$ is constant, where $P$ is the
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I would write: “The ideal gas law ( Boyle’s Law ) holds that for a confined gas in equilibrium at contact Temperature $T$, that $PV$ is constant, where $P$ is the PV diagram for an adiabatic process is also called adiabat Note that the PV diagram for isothermal (Figure 8.25) and adiabatic (Figure 8.30) processes look similar If an isothermal system is at a higher temperature, an isotherm will be drawn farther up and to the right, as a consequence of the product of pressure and volume being greater (PV ~ T)
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Turunkan hubungan antara tekanan dan volume pada perubahan adiabatik? - Quora
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Pressure is inversely proportional to volume: p = 1/V. But actually the adiabatic curve is steeper than isothermal curve We can also rewrite the equation (8.35) in terms of T and V.
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Adiabatic relation between V and T For one mole of gas, the ideal gas equation is given by: PV = RT ∴P = RT/V Putting this value in the adiabatic equation PV = constant adiabatic process using the first law of Thermodynamics, as; d E int = W → (1) where, ΔE int ⇒ change in internal energy and W ⇒ workdone Then, they used the relation: C v = Q / n d t Where, Q ⇒ heat ‘n’ ⇒ no of moles C v ⇒ Molar Heat capacity at constant volume
An ideal gas undergoes an adiabatic process obeying the relation PV^4/3 = constant. If its initial temperature is - Sarthaks eConnect | Largest Online Education Community
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Adiabatic processes are those that occur with no heat transfer If an isothermal system is at a higher temperature, an isotherm will be drawn farther up and to the right, as a consequence of the product of pressure and volume being greater (PV ~ T) of moles C v ⇒ Molar Heat capacity at constant volume
How to show that, for the adiabatic expansion of an ideal gas, PV^=constant - Quora