I've been bothered by an earlier post about the resonate frequency of the crank. Roughly saying that the frequency was proportional to I/L. Well, that's not correct.
The frequency of a torsion spring (which the crank is more or less):
Note that the more inertia the crank has, the lower the frequency. However, it is not a linear relationship.
Now the inertia calc is non-trivial for the crank because of the varying mass distribution along it's length. I suspect the torque constant (springiness of the crank) is also non-trivial. But it follows that the mass of the harmonic balancer is critical to the base frequency for the crank system.
The frequency of a torsion spring (which the crank is more or less):
Note that the more inertia the crank has, the lower the frequency. However, it is not a linear relationship.
Now the inertia calc is non-trivial for the crank because of the varying mass distribution along it's length. I suspect the torque constant (springiness of the crank) is also non-trivial. But it follows that the mass of the harmonic balancer is critical to the base frequency for the crank system.