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Newton’s Second Law

Physics 201 Lecture 4. Newton’s Second Law. Physical systems are always subject to multiple forces. Vectors are designed to deal with forces We will want to “break apart” a force into specific components We will want to “combine” forces to determine their net effect.

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Newton’s Second Law

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  1. Physics 201 Lecture 4 Newton’s Second Law

  2. Physical systems are always subject to multiple forces Vectors are designed to deal with forces • We will want to “break apart” a force into specific components • We will want to “combine” forces to determine their net effect

  3. Equilibrium is balance along every degree of freedom If an object is at rest, all the forces must balance in all directions If already in motion, balanced forces will not change the motion

  4. Unbalanced force produces acceleration, how much depends on mass

  5. Weight, support, and tension

  6. Static friction creates equilibrium; friction is kinetic when the object is sliding

  7. If necessary, align components with the net force

  8. Our collection of mechanical forces • Contact forces • Elastic force • Buoyancy • Kinetic friction • Air drag • Long range forces • Weight • Magnetism • Gravity • Static electricity • Reaction forces • Tension • Support • Static friction These are whatever it takes to establish equilibrium

  9. How to solve problems involving Newton’s second law • Classify the problem • If the system is not moving, it is in static equilibrium. • If the motion of the system is constant, it is in kinetic equilibrium. • If the motion is accelerating, it is not in equilibrium. • Circular motion is never in equilibrium. • Identify the forces • Weight? Draw an arrow straight down. • Support? Draw an arrow pointing perpendicular to the surface. • Tension? Draw an arrow along the string. • Kinetic friction? Draw an arrow parallel to the surface opposing the motion. • Static friction? Draw an arrow parallel to the surface to create equilibrium. • Choose reference frame • If the system is not in equilibrium, align coordinates along the acceleration. • If the object is in uniform circular motion, the acceleration is toward the center of the circle. • If in equilibrium, align coordinates along most unknown force (usually support or tension). • When in doubt, go ahead and use the standard horizontal/vertical orientation. • Extract the equations • Calculate the net force along every coordinate for every part. Be sure to pay attention to signs. • Do this by calculating the components of all the forces against the coordinate system. • Set this total equal to zero or ma. If the acceleration is down or left, put in a negative sign. • Use mg for weight and µN for kinetic friction. • There is no formula for support, tension, or static friction.

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