1/20
Looks like no tags are added yet.
Mechanical advantage of a lever
Length of effort arm ÷ Length of load arm
First-class lever
Fulcrum is between the effort and the load (example: seesaw)
Second-class lever
Load is between the fulcrum and the effort (example: wheelbarrow)
Third-class lever
Effort is between the fulcrum and the load (example: tweezers)
Pulley mechanical advantage
Roughly equal to the number of supporting strands of rope
Inclined plane mechanical advantage
Length of the slope ÷ Height
Wheel and axle
Mechanical advantage = radius of wheel ÷ radius of axle
Gear ratio (basic)
If one gear has twice as many teeth, the other turns twice as fast with half the torque
Gears that mesh
They turn in opposite directions
Friction
Force that opposes motion between surfaces
Center of gravity
The point where the object’s weight seems to act. Lower = more stable.
Pressure
Force ÷ Area. Smaller area means higher pressure for the same force.
Pascal’s principle
Pressure applied to a confined fluid is transmitted equally in all directions
Bernoulli’s principle (simple)
Faster-moving fluid has lower pressure
Torque
Force × perpendicular distance from the pivot point. Causes rotation.
Mechanical advantage greater than 1
The machine multiplies force (but you usually move a greater distance)
Efficiency
(Work output ÷ Work input) × 100%. Always less than 100% because of friction.
Hydraulics basic idea
Force is multiplied by the ratio of the piston areas
Hooke’s law (springs)
Force is proportional to how much the spring is stretched or compressed
Energy conservation (no friction)
Total mechanical energy stays the same; kinetic and potential trade places