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To understand pressure

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Presentation on theme: "To understand pressure"β€” Presentation transcript:

1 To understand pressure

2 Pressure Small area of the blades creates a high enough pressure to melt ice and allow the skater to slide A high pressure is produced by applying a force over a very small area

3 What is pressure? Key Definition
Pressure is the normal force exerted per unit cross sectional area. Pressure = πΉπ‘œπ‘Ÿπ‘π‘’ π΄π‘Ÿπ‘’π‘Ž , The force is at right angles to the area SI units are Nm-2 or Pascals (Pa). 1Nm-2=1Pa Pressure is highest when The force exerted is large The surface area over which the force acts is small

4 Calculate the pressure exerted by
A 300N force acting on a drawing pin with an area of 0.01mm2 A man with a mass of 85kg standing on a plank of wood with and area of 0.45m2

5 Derive a formula for the pressure at a depth h in a fluid
Liquid density = ρ Area = A Volume: V=Ah Mass: (hint: density formula) m = Ahρ Weight: W = Ahρg This is the force downwards h So Pressure: p = π΄β„ŽπœŒπ‘” 𝐴 = hρg

6 So, in a liquid P = β„ŽπœŒπ‘” Pressure does not depend on cross-sectional area P βˆβ„Ž, so pressure increases with depth Denser fluids exert greater pressure

7 Upthrust, floating and Archimedes Principle
Consider a submerged rectangular block of wood of cross sectional area A, density of fluid is 𝜌. We can explain the buoyancy force or upthrust in terms of pressure differences on the upper and lower surfaces. Lower pressure h Area A x Density of liquid 𝝆 Higher pressure

8 Key definition Archimedes’ Principle states that the upthrust exerted on an object immersed in a fluid, whether fully or partially submerged, is equal to the weight of the fluid displaced by the object. An object will sink if the upthrust is less than the weight of the object. For a floating object, such as a ship or person in water, the upthrust must equal the weight of the object and the weight of the floating object must be equal to the weight of the fluid it displaces.

9 Try this one An oil tanker has a mass of 400,000 tonnes. It is 500m long and 40m wide. What is the minimum depth harbour it requires? Steps: Calculate the downward force State the upward force Relating weight, cross-sectional area, density of sea water (1030kgm-3) and gravitational field strength, find the depth required. Draw a diagram to show the forces acting on the boat.

10 Consider The earth’s atmosphere exerts about 1.0x105 Pa on everything on it surface. Homework Research and write a paragraph describing how a gas exerts a pressure for homework Revise for a test next week on everything we have covered since the last test Complete the section of the homework booklet Density and Pressure and finish the Q on couples


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