The maximum power transmitted by a belt depends on factors such as the belt's material, width, speed, and the coefficient of friction between the belt and the pulleys. Generally, the power can be calculated using the formula ( P = T \times v ), where ( P ) is the power, ( T ) is the tension in the belt, and ( v ) is the belt speed. The maximum tension is limited by the belt's tensile strength and the frictional forces acting on the pulleys. Proper design and tensioning are crucial to ensure efficient power transmission without slippage or failure.
A belt drive is a mechanism which uses a continuous belt through which power is transmitted.
600kv
GSM900 transmitted power from BTS: 39dBm GSM1800 transmitted power from BTS: 36dBm
The output of a belt drive system is the rotational motion and torque transmitted from one pulley to another through a flexible belt. It converts the input power from a motor or engine into usable mechanical energy for driving machinery or components. The efficiency and effectiveness of the belt drive depend on factors like belt tension, friction, and the alignment of the pulleys. Properly designed, a belt drive can provide smooth and reliable power transmission over varying distances.
The intensity of transmitted light becomes maximum when the polaroid sheet is oriented at 45 degrees angle between two crossed polaroids. At this angle, the transmitted light passes through both polarizers with the least obstruction.
The Kia Sedona does not have a power steering belt. The power steering pump is electronic and does not require a belt.
Loosen the tensioner pulley. The power steering belt will come loose. Remove the power steering belt. Reverse the process to install the new power steering belt.
Maximum power rating describes the maximum power at which a device can operate without reaching an excessive temperature. For example, in the case of a resistor, if its maximum power rating is exceeded, then it may burn out.
This question relates to the economic decisions that electricity utilities make in designing their power networks. During peak load periods, power is transmitted at the maximum current that is safe for the network, but at other times power transmission simply depends on demand. Ideally, utilities would transmit power at maximum efficiency because, by minimising losses over the lines and in transformers, they minimise generation costs. However, each increase in efficiency results in increased capital costs. A compromise is always made between purchasing efficient power transformers and distribution transformers or less expensive ones with higher losses.
This question relates to the economic decisions that electricity utilities make in designing their power networks. During peak load periods, power is transmitted at the maximum current that is safe for the network, but at other times power transmission simply depends on demand. Ideally, utilities would transmit power at maximum efficiency because, by minimising losses over the lines and in Transformers, they minimise generation costs. However, each increase in efficiency results in increased capital costs. A compromise is always made between purchasing efficient power transformers and distribution transformers or less expensive ones with higher losses.
ratio of transmitted power and received power
R is proportional to 1/4th power of transmitted power so answer is 2