antreiben (動詞)

Description: The electronic system monitors how long the drives have been running. The chain drive is the most resilient solution for linear systems. The latter allows users to mount the drive on the slide.

Description: A gear is a machine element that is usually used as an interlocking, non-slip means of transmitting forces between shafts that are not in line with each other. It is common for this transmission to take place between two rotating motions or between one rotating and one linear motion. The circumference of the gear is covered in evenly spaced teeth (number of teeth, pitch), the dimensions of which are determined by their width and depth. The teeth each have a right and left flank that are referred to as the load flank or non-working flank, depending on the direction of Rotation. The load flanks of two interlocking gears touch each other at the point of contact, which migrates along the line of contact during a revolution. Backlash and clearance occur at the non-working flank and at the addendum circle of the mating gear. The outer circumference of the gear, as measured over the tips of the teeth, is referred to as the addendum circle. The base circle is located at the fillet of the teeth. The pitch circle is located between the addendum circle and base circle. The internal cylinder is known as the pitch cylinder. A distinction is made between external and internal gears, various types of flank shape and the following basic designs: Spur gear (cylindrical gear) Rack Elliptical gear Bevel gear Crown gear Worm gear Gears are the components used to build a gear train. Only gears with the same module can be combined to form a gear pair.

Description: Power is the Work $\Delta W$ and/or energy $\Delta E$ that is implemented over a specific period of time $\Delta t$. Power P is measured in $Nm/s$ or W (watts). It is important in both Mechanics and as electrical power. It is calculated using the formula $P(t)=\frac{\Delta W}{\Delta t}$ or $P(t)=\frac{dW}{dt}$. In the case of a translational movement, power P is the product of the Force vector $\overrightarrow{F}$ and the Velocity vector $\overrightarrow{v}$ that is acting in the same direction. In the case of a Rotation, it is the product of angular velocity $\overrightarrow{\omega }$ and moment $\overrightarrow{M}$. In hydraulics, power is obtained by multiplying the volumetric flow rate Q by pressure p.