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Chapter 5 Force and Motion - I
第5章 力與運動(一)
Chapter 5 Force and Motion - I
5-1 What is Physics?
5-2 Newtonian Mechanics 牛頓力學
5-3 Newton’s First Law
5-4 Force 力
5-5 Mass 質量
5-6 Newton’s Second Law
5-7 Some Particular Forces
5-8 Newton’s Third Law
5-9 Applying Newton’s Law
5-1 What is Physics?
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Acceleration 加速度
Force 力
Dragster
Quarterback 四分衛
Knock down 撞倒
5-2 Newtonian Mechanics
• Isaac Newton (1642 – 1727)艾薩克.牛頓
• Very high speed
– Newtonian mechanics  Einstein’s special
theory of relativity
• Atomic scale
– Newtonian mechanics  Quantum
mechanics
5-3 Newton’s First Law
• Frictionless surface 無摩擦面
• Newton’s First Law of Motion
– If no force acts on a body, the body’s
velocity cannot change; that is, the body
cannot accelerate.
– In other words, if the body is at rest, it
stays at rest. If it is moving, it continues to
move with the same velocity.
A force on the standard kilogram
gives that body an acceleration
5-4 Force
• net force (淨力) or resultant force (合力 )
• Principle of superposition for forces
• Newton’s First Law of Motion
– If no net force acts on a body, the body’s
velocity cannot change; that is, the body
cannot accelerate.
• Inertial reference frame or Inertial frame
慣性參考坐標系
Noninertial frame
5-5 Mass
• The mass of a body is the characteristic
that relates a force on the body to the
resulting acceleration.
mX a0

m0 a X
a0
mX  m0
aX
5-6 Newton’s Second Law
• Newton’s Second Law of Motion
– The net force on a body is equal to the
product of the body’s mass and its
acceleration.
Fnet  ma
1 N  (1 kg)(1 m/s )  1 kg  m/s
2
• pound 磅 (lb) (1 lb = 0.454 kg, ???)
• slug 斯拉格(斯勒格、斯)
– 1 slug = 14.59 kg
2
• free-body diagram 自由體受力圖
• external force 外力
• internal force 內力
Sample Problem
Sample Problem
5-7 Some Particular Force
• Gravitational Force, Fg 重力
Fg  mg
• Weight, W 重量
W  mg
• Normal Force, FN 正向力
• Friction (Frictional Force), f 摩擦力
• Tension, T 張力
An equal-arm balance 等臂天平
A spring scale 彈簧秤
• Apparent weight
視重、視重量
Normal Force, FN 正向力
Friction, f 摩擦力
Tension, T 張力
5-8 Newton’s Third Law
• When two bodies interact, the forces on
the bodies from each other are always
equal in magnitude and opposite in
direction.
FBC  FCB
FBC   FCB
• Third-law force pair 第三定律力偶
Third-law force pair
第三定律力偶
Sample Problem
Sample Problem
力圖
Sample Problem
Sample Problem
Sample Problem
Sample Problem
Sample Problem