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Formula Sheet: Thermal Properties of Matter Class 11

Yashwant Parihar, May 7, 2026May 7, 2026

In the study of Class 11 Physics, the chapter on Thermal Properties of Matter serves as a foundational pillar for understanding how energy interacts with physical substances. This chapter covers critical concepts ranging from thermal expansion, calorimetry, heat transfer and blackbody radiation. For students preparing for board examinations or entrance tests like JEE Main and NEET, having a formula sheet is essential for effective revision. This post provides all the important formulas, definitions, and constant values for Thermal Properties of Matter.

Thermal properties of matter formula sheet

Table of Contents

  • Thermal Properties of Matter Formula Sheet
    • 1. Basic Concepts and Ideal Gas
    • 2. Thermal Expansions
    • 4. Heat Capacity
    • 5. Principle of the Calorimeter

Thermal Properties of Matter Formula Sheet

1. Basic Concepts and Ideal Gas

C100=F−32180=K−273100\frac{C}{100} = \frac{F-32}{180}= \frac{K-273}{100}

Celsius to Kelvin:

T(K)=t(C)+273.15T(K) = t(C) + 273.15

Ideal Gas Equation:

Pv=nRTPv = nRT

2. Thermal Expansions

Linear Expansion:

ΔLL=aLΔT\frac{\Delta L}{L}= a_L \Delta T

Where, aL = Coefficient of linear Expansions
Δ T = Change in Temperature
ΔL/L = Fractional change in length

Areal Expansion:

ΔAA=βAΔT\frac {\Delta A}{A} = \beta_A \Delta T

Where, βL = Coefficient of linear Expansions
Δ T = Change in Temperature
ΔA/A = Fractional change in length

Volume Expansion:

ΔVV=γΔT\frac{ \Delta V}{V} = \gamma \Delta T

Where, γL = Coefficient of linear Expansions
Δ T = Change in Temperature
ΔV/V = Fractional change in length

Relation between them:

α=β2=γ3\alpha = \frac{\beta}2 = \frac{\gamma}3

Effect of temperature on density:

ρ=ρ0(1−γΔT)\rho = \rho_0 (1 – \gamma \Delta T)

4. Heat Capacity

S=ΔQΔTS = \frac{\Delta Q}{\Delta T}

Specific Heat Capacity:

s=Sm=ΔQmΔTs = \frac{S}m = \frac {\Delta Q}{m \Delta T}

m = mass of substance

Molar Heat Capacity:

C=Sμ=ΔQμΔTC = \frac{S}{\mu} = \frac {\Delta Q}{\mu \Delta T}

μ = Mole

Latent Heat:

L=QmL= \frac{Q}{m}

Q= Heat
m = Mass

Rate of Flow of Heat:

H=KAT1−T2LH= KA \frac {T_1-T_2}{L}

5. Principle of the Calorimeter

Heat loss by one body = Heat gained by the other body.

Thermal Resistance:

R=LKAR = \frac{L}{KA}

K = Thermal Conductivity

Newton’s Law of Cooling:

dQdt=−k(T2−T1)\frac {dQ}{dt} = -k(T_2-T_1)
Formula Sheet Physics Formula Sheet Formula SheetPhysics Formula Sheet

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Motion in a Straight Line
Motion in a Plane
Newton's laws of Motions
Work, Energy and Power
Gravitation
Mechanical Properties of Solid
Mechanical Properties of Liquid
Thermal Properties of Matter

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