Class 7 Science
🔥 Heat — Energy in Transit
Transfer of thermal energy from hotter objects to colder objects
Heat transfer illustration

Heat is the transfer of thermal energy from a hotter object to a cooler one due to a temperature difference. It flows naturally until thermal equilibrium is reached.

⚛️

Temperature measures the average kinetic energy of particles. Heat is energy in transit. Two objects at the same temperature can hold different amounts of heat.

📏

Heat is measured in Joules (J). A large lake at 20°C holds far more heat than a tiny cup of boiling water at 100°C — because of greater mass.

🔗

Metals conduct heat rapidly because free electrons carry energy quickly. Wood and plastic are insulators — heat moves very slowly through them.

🔥 Heat always flows from higher temperature → lower temperature until thermal equilibrium is reached.
📊 Key Facts
SI Unit
Joule (J)
1 calorie = 4.18 J
Symbol
Q (quantity of heat)
Q = mc∆T in calorimetry
Flow
Hot → Cold always
Stops when T₁ = T₂
🌊 Transfer stops when both objects reach the same temperature.
🌊 Three Modes of Heat Transfer
🔗
Conduction

Through direct contact. Particles vibrate and pass energy to neighbours. Best in solids especially metals.

🌀
Convection

Through fluid movement. Hot fluid rises, cool sinks, creating currents. Occurs in liquids and gases.

☀️
Radiation

Via electromagnetic waves with no medium needed. The Sun heats Earth through 150 million km of vacuum.

🌡️ Temperature — Degree of Hotness
Scales, conversions, thermometer types and relation with heat
🧩 Temperature Master Canvas
🔬 Thermometer Types

Click a type to see diagram and details →

📖 What is Temperature?
🌡️

Temperature is the measure of the average kinetic energy of the particles of a substance. It tells us how hot or cold a body is.

Temperature determines the direction of heat flow. Heat always moves from higher to lower temperature — never the reverse spontaneously.

🔗 Relation with Heat
Heat ≠ Temperature — Temperature measures intensity; heat measures total energy.
⬆️

Higher temperature → faster particles → more heat transferred per second

🏊

A pool at 30°C has more total heat than a cup at 80°C — greater mass holds more energy.

⚖️

Equal temperature = no net heat flow (thermal equilibrium)

📐 Conversion Formulas
Convert Formula
°C → °F F = (9÷5 × C) + 32
°F → °C C = 5÷9 × (F − 32)
°C → K K = C + 273
K → °C C = K − 273
🧊 Water freezes: 0°C = 32°F = 273 K
♨️ Water boils: 100°C = 212°F = 373 K
❄️ Absolute zero: −273°C = 0 K
📘
Worked Examples

Step-by-step examples with formulas

3 Examples →
Interactive Practice

Choose correct steps to solve yourself

5 Questions →
🔬 Experiment: Beaker A (100 mL) and Beaker B (200 mL) heated with the same flame. Using Q = mc∆T, the smaller beaker heats up faster. The graph shows Heat Added (J) vs Temperature (°C).
🫙 Heating Apparatus
Beaker A · 100 mL
25°C
0 J
Beaker B · 200 mL
25°C
0 J
⚡ Ready
Temp A
25°C
Temp B
25°C
Heat Added (same for both)
0 J
📈 Heat Added (J) vs Temperature (°C)
📊 Blue (100 mL): Rises faster — needs less heat per °C.
📊 Orange (200 mL): Rises slower — needs more heat per °C.
📌 Conclusion: Q = mc∆T — more mass needs more heat for the same temperature rise!