3. Expressions of excitation forces
In this paragraph, the aim is to obtain exact and approximate
expressions for the forces involved in crankshaft excitation torques.
With the knowledge of the above kinematic characteristics, we
can study the equilibrium of the connecting rod and piston. The piston
is considered as a point mass on the axis of the connecting rod. In
the Galilean reference frame (O, x, y, z), finding the liner force
on the piston and the crankpin force on the connecting rod involves
projecting the three dynamic equilibrium equations onto the axes of
the reference frame. These equations are derived from the fundamental
principle of dynamics applied to the piston and connecting rod respectively.
With the exception of the gas pressure force, whose single component
is given a negative sign, all forces are assumed to have...
You do not have access to this resource.
Exclusive to subscribers. 97% yet to be discovered!
Already subscribed?
Log in!
Ongoing reading
Expressions of excitation forces