Skip to content
PhysicsThermodynamicsIntroStarter track

Concept module

Heat Transfer

See heat as energy transfer driven by temperature difference while conduction, convection, and radiation compete on one compact bench with honest pathway rates.

Interactive lab

Loading the live simulation bench.

Progress

Not startedMastery: NewLocal-first

Start exploring and Open Model Lab will keep this concept's progress on this browser first. Challenge mode has 2 compact tasks ready. No finished quick test, solved challenge, or completion mark is saved yet.

Let the live model runChange one real controlOpen What to notice

Try this setup

Jump to a named bench state or copy the one you are looking at now. Shared links reopen the same controls, graph, overlays, and compare context.

Saved setups

Premium keeps named exact-state study setups in your account while stable concept links stay public below.

Checking saved setup access.

This concept can keep using stable links while the saved-setups capability resolves for this browser.

Copy current setup

Stable concept and section links stay public below while exact-state setup sharing stays behind premium.

Stable links

Starter track

Step 3 of 40 / 4 complete

Thermodynamics and Kinetic Theory

Earlier steps still set up Heat Transfer.

1. Temperature and Internal Energy2. Ideal Gas Law and Kinetic Theory3. Heat Transfer4. Specific Heat and Phase Change

Previous step: Ideal Gas Law and Kinetic Theory.

Why it behaves this way

Explanation

Heat is not something a block stores by itself. On this bench, heat means energy crossing a boundary because one side is hotter than the other, so the direction and rate always come back to the temperature difference.

The same hot block can lose energy three beginner-friendly ways at once. Conduction uses the material-contact path into the bench, convection uses moving air that carries energy away, and radiation uses thermal emission that still works even with no solid contact.

This page stays bounded on purpose. It gives you one honest rate picture before later specific-heat or phase-change questions ask what that transferred energy does to temperature once it arrives.

Key ideas

01Heat is energy transfer due to temperature difference, not a substance the hot object contains.
02Conduction gets stronger when the material path is more conductive, the contact is better, or the shared area is larger.
03Convection depends on moving fluid and exposed area, so stronger airflow can speed the transfer without changing the solid-contact path.
04Radiation needs no contact and grows more quickly at large temperature contrast, which is why very hot objects can radiate strongly even in still air.

Frozen walkthrough

Step through the frozen example

Frozen walkthrough
Use the current setup directly. The same block, room, and pathway rates drive both worked examples, so the formulas stay tied to one visible heat-flow state.

Premium unlocks saved study tools, exact-state sharing, and the richer review surfaces that support this guided flow.

View plans
Frozen valuesUsing frozen parameters

For the current setup, what is the temperature contrast and how is the total transfer rate split across conduction, convection, and radiation right now?

Hot-block temperature

145 degC

Room temperature

25 degC

Temperature contrast

120 degC

Total transfer rate

46.12 u/s

1. Read the driving difference

The block is at while the room is , so the current contrast is .

2. Read each pathway rate

Right now the live rates are , , and .

3. Rebuild the total from the parts

Adding the three visible pathways gives a total transfer rate of .

Live pathway split

Conduction is dominant here because the material-contact path is strong while the room stays cooler than the block.

Common misconception

If an object is hot, it simply contains a lot of heat.

A hot object contains internal energy, but heat refers to the energy crossing into or out of the object because of a temperature difference.

That is why the same object can gain heat, lose heat, or have almost no net heat transfer depending on what surrounds it.

Mini challenge

Two identical hot blocks start at the same temperature in the same room. Block A sits flat on a metal bench with good contact. Block B barely touches an insulating pad. Which block loses energy faster at first, and why?

Make a prediction before you reveal the next step.

Decide which pathway changes even before either block has time to cool much.

Check your reasoning against the live bench.

Block A loses energy faster at first because the stronger material-contact path makes conduction much larger.
At the same initial temperature contrast, the big difference is the contact path. Better material conductivity and better contact quality raise the conduction rate immediately, so the total heat-transfer rate is larger even before the temperatures have had much time to change.

Quick test

Reasoning

Question 1 of 5

Answer from the live bench, not from slogans. The goal is to keep direction, pathway, and rate reasoning connected to the same temperature gap.

On this page, what does heat mean most directly?

Use the live bench to test the result before moving on.

Accessibility

The simulation shows a hot block on the left and a cooler room-and-bench sink on the right. A temperature-gap bridge, a solid contact channel, airflow curves, and radiation arcs all come from the same hot-block and room temperatures.

Changing the controls updates the same live state: the hot-block temperature, room temperature, material conductivity, contact quality, surface area, and airflow all update the pathway split, the readout card, the graphs below, compare mode, prediction mode, and challenge checks together.

Graph summary

The temperature-history graph compares the hot block with the fixed room temperature so the shrinking delta T stays visible. The pathway-rates graph compares conduction, convection, radiation, and the total on one shared time axis.

The contact-response graph sweeps only the contact quality, which isolates the conduction path. The contrast-response graph sweeps only the temperature contrast, which is where the stronger radiation curvature becomes most visible.