Difference between revisions of "Kinematics"

From PKC
Jump to navigation Jump to search
(Created page with "==Kinematics== Kinematics is a physics topic taking about how describes the motion of points, objects without considering the forces that cause them to move. In Kinematics we...")
 
Line 2: Line 2:
Kinematics is a physics topic taking about how describes the motion of points, objects without considering the forces that cause them to move.
Kinematics is a physics topic taking about how describes the motion of points, objects without considering the forces that cause them to move.
In Kinematics we will us Calculus a lot of times.
In Kinematics we will us Calculus a lot of times.
So it will be requires Higher Derivatives and Integration 
as we had say in [[Why do we need Higher Derivatives]] From the zero derivative to sixth derivative there is a meaning on the graph
#No derivative function <math> f(x) </math> = Position
#first derivative <math> f'(x) </math> = Velocity
#second derivative <math> f''(x) </math> = Acceleration
#third derivative <math> f'''(x) </math> = [[wikipedia:Jerk (physics)|Jerk]]
#fourth derivative <math>f^{(4)}(x)</math> = [[wikipedia:Snap (physics)|Snap]]
#fifth derivative <math>f^{(5)}(x)</math> = [[wikipedia:Fifth derivative (crackle)|crackle/flounce]]
#sixth derivative <math>f^{(6)}(x)</math> = Pop

Revision as of 13:53, 10 September 2021

Kinematics

Kinematics is a physics topic taking about how describes the motion of points, objects without considering the forces that cause them to move. In Kinematics we will us Calculus a lot of times.

So it will be requires Higher Derivatives and Integration

as we had say in Why do we need Higher Derivatives From the zero derivative to sixth derivative there is a meaning on the graph

  1. No derivative function = Position
  2. first derivative = Velocity
  3. second derivative = Acceleration
  4. third derivative = Jerk
  5. fourth derivative = Snap
  6. fifth derivative = crackle/flounce
  7. sixth derivative = Pop