Excursus: Influence of the resonance frequency at high measuring dynamics.
If a force pulse is applied to a material (here the piezo crystal or the strain gauge including housing and mounting parts), the material deforms within the so-called rise time, which is dependent on the pulse. After this time interval, the material reaches the end position, by which the material then oscillates at the resonance frequency. The shorter the duration of the force pulse, the shorter the rise time. However, the resonant frequency of the excited material determines the minimum rise time tmin. So, if the applied pulse is of very short duration, this leads to an increase of the excited oscillation magnitude, but not to a shortened rise time. Think of a drum set as an example: No matter how hard or fast you hit the cymbals, the sound does not change. The tone depends on the resonance frequency of the instrument. If you hit the cymbals harder, the sound only becomes louder, as the magnitude of the oscillation becomes bigger.
The higher the resonance frequency, the shorter is tmin and the more suitable is a sensor for dynamic measurements.The resonant frequency can be calculated with the following formula:

Where m is the mass that oscillates (incl. mounting parts) and Cax is the stiffness of the force transducer.
A rule of thumb is that the force transducer should be used up to 20% of the resonant frequency.