Meaning
Equivalent circuit components representing the mechanical elasticity of a vibrating quartz crystal determine the energy storage and frequency pullability of the resonator. Motional capacitance is a parameter in the Butterworth Van Dyke model of a crystal. It describes the electrical equivalent of the mechanical stiffness of the quartz lattice.
This value is significantly smaller than the static capacitance of the electrodes and the package.
Resonant Energy
Energy is exchanged between the mechanical vibration of the quartz and the electrical charge on the electrodes. The motional capacitance determines the amount of charge required to sustain a given amplitude of vibration. A higher value leads to a lower impedance at resonance, making the crystal easier to drive.
This parameter is fixed by the size and the shape of the quartz blank. It also influences the startup time of the oscillator circuit. Efficient designs match the amplifier gain to the motional properties of the selected crystal.
Pulling Range
Ability of a circuit to shift the resonant frequency depends on the ratio of the external load to the internal components. Because motional capacitance is part of the resonant loop, it sets the maximum frequency shift possible for a given change in load. Crystals with larger motional values are more responsive to external tuning.
Material Property
Physical dimensions of the crystal blank are the primary factors that set this electrical value. Thinner crystals used for higher frequencies naturally have different motional capacitance than larger low frequency parts. The manufacturer provides this data to help engineers simulate the behavior of the oscillator before building the hardware.