☰ Contents · Physics

Work, energy, power. Chapter II review

Lessons 29–31 · 3 lessons · N.Sh. Turdiyev. Physics Grade 6, 3rd revised edition. Niso Poligraf Publishers, Tashkent, 2017
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Types of energy. Power

Textbook, pp. 73–75
GoalKnow potential and kinetic energy, E = m · g · h and E = m · v² : 2, and power N = A : t.
New words
potential energy · potensial energiyakinetic energy · kinetik energiyapower (N) · quvvat (N)watt (W) · vatt (W)
Explanation

A raised body has potential energy: E_p = m · g · h, where h is the height above a chosen zero level; a stretched spring also has potential energy. A moving body has kinetic energy: E_k = m · v² : 2; the greater the mass and speed, the greater the kinetic energy. Energy is not lost but changes from one form to another: a stone falling from a height turns potential energy into kinetic energy. Total mechanical energy E = E_p + E_k. The same work can be done in different times, so power is introduced: power is the ratio of work to the time in which it was done, N = A : t. Its unit is the watt (W), 1 W = 1 J : 1 s; 1 kW = 1000 W. An old unit is the horsepower: 1 hp = 735.5 W. Power is named after the Scottish engineer James Watt. For example, a 35 W fan does 35 · 600 = 21 000 J = 21 kJ of work in 10 minutes.

Worked examples
A 2 kg stone at 5 m height (g = 10 N/kg): E_p = 2 · 10 · 5 = 100 J.
A 2 kg ball at 10 m/s: E_k = 2 · 10 · 10 : 2 = 100 J. If 600 J of work is done in 20 s, N = 600 : 20 = 30 W.
Class activity

“Energy changes”: pupils discuss when potential energy turns into kinetic energy in examples such as a ball falling from a height. Safety: use only a soft (tennis or foam) ball, thrown gently; do not use a real bow.

Practice
1
Write the formulas of potential and kinetic energy.
2
A 3 kg body is at a height of 4 m (g = 10 N/kg). Its potential energy in J?
3
A 4 kg body moves at 5 m/s. Its kinetic energy in J?
4
A machine does 3000 J of work in 10 s. Its power in W?