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✓ Auto-generated · ENG1007 · Lecture 7
Heat Transfer & Fourier's Law

Conduction moves heat through a material along a temperature gradient — no bulk motion required.

q = −k · A · (dT/dx)k = conductivity · A = area · dT/dx = temperature gradient
Exam tip — the units on k (W/m·K) are the classic slip-up.

Thermal conductivity (k) — how readily a material conducts heat. High k = good conductor.

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@ENG1007 25 / 26
Torque calculation about centre of gravity
When applying τ = Iα to a rigid body with multiple forces, what is the required condition?
Tap to reveal answer
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@ENG1007 · Quiz · Dynamics8 / 10
A flywheel's angular velocity doubles. Its rotational kinetic energy…
Quadruples
Doubles
Halves
Stays the same
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This week
Mon09:00DynamicsB204
Tue11:00ThermofluidsA101
Wed14:00Design LabHuxley 3F
Thu10:00MechanicsC12
Fri23:59Lab report dueENG1007
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Grounded in ENG1007 · Lecture 7
Explain the parallel axis theorem simply
It gives a body's moment of inertia about any axis parallel to one through its centre of mass: I = Icm + md². Straight from your Lecture 7 notes.
Ask anything about your course…

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