Calculation of contact line length and tooth surface load distribution in helical gear transmission system

According to the end face coincidence degree εα Coincidence with axial direction εβ The variation of the length of the contact line on the meshing plane of a helical gear transmission can be divided into two situations, as shown in the figure.

At εα≤εβ The length of the helical gear transmission contact line can be expressed as:

At εα>εβ The length of the helical gear transmission contact line can be expressed as:

Where: Tm – meshing period;

ceil( εγ)—— Greater than εγ The smallest integer of;

Pbt – End face pitch.

According to the contact line length percentage method, the quasi static load on the tooth surface of helical gears is:

Total length of contact wire at a certain meshing time t:

Normal load acting on the meshing tooth surface of a helical gear:

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