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Problem h2b1: Brake system;Disc brake
Problem h2b2: Brake system;Drum brake
Consider the automobile hydraulic system shown in Figure a
A force of 100 N is applied to the brake pedal, which acts on the cylinder-called
the master-through a lever. The master cylinder has a diameter
0.500 cm. The slave cylinder (Drum brake) has a diameter 2.50 cm.
Calculate the force at each of the slave cylinders.
Strategy |
Force is increased by the simple lever, and again by the hydraulic system. |
|
Pascal's law - pressure applied anywhere to a body of fluid causes a force to be transmitted equally in all directions; the force acts at right angles to any surface in contact with the fluid; "the hydraulic press is an application of Pascal's law" |
Solution
1. We take "O" to be fulcrum to find F1
Then 500 N. is exerted on the master cylinder.
Pressure created in the master cylinder is transmitted to four so-called slave cylinders.
Then we calculate the Force at the slave cylinders each.
The circle cross sectional area of master and slave cylinder are A1 A2 respectively.
Hence we can find the force F2 at the brake drum.
Ans.
The force at each of the slave cylinders is 1.25 x 104 N. Then 500 N. is exerted on the master cylinder.
Pressure created in the master cylinder is transmitted to four so-called slave cylinders.
Then we calculate the Force at the slave cylinders each.
The circle cross sectional area of master and slave cylinder are A1 A2 respectively.
Hence we can find the force F2 at the brake drum.
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