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| block and tackle |
Half the pull () is required to lift the weight () with a two single-block and tackle unit. (Precision Graphics) |
n.
An apparatus of pulley blocks and ropes or cables used for hauling and hoisting heavy objects.
| Dictionary: block and tackle |
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| (Click to enlarge) |
| block and tackle |
Half the pull () is required to lift the weight () with a two single-block and tackle unit. (Precision Graphics) |
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| Britannica Concise Encyclopedia: block and tackle |
For more information on block and tackle, visit Britannica.com.
| Sci-Tech Encyclopedia: Block and tackle |
Combination of a rope or other flexible material and independently rotating frictionless pulleys; the pulleys are grooved or flat wheels used to change the direction of motion or application of force of the flexible member (rope or chain) that runs on the pulleys (see illustration). The block and tackle is used where a large multiplication of the applied forces is desirable. Examples are: lifting weights, sliding heavy machinery into position, and tightening fences. See also Pulley; Simple machine.

Block and tackle. (a) Actual view. (b) Schematic. Tension T1 = T2 = T3 = T4 = 1/4 weight W; applied force F = W/4.
| Architecture: block and tackle |
A pulley block, 6 together with rope or cable, used to raise or shift a load.
| Boating Encyclopedia: Block and Tackle |
Calculating the mechanical advantage of using blocks
A block is a pulley, or sheave, mounted in a case or frame that’s fitted with an eye or shackle to attach it to an object. A second eye or shackle at the opposite end of the block is known as a becket. When two or more blocks are used with a rope or chain for hoisting or hauling, the entire thing is known as a tackle. Sailboats make great use of tackles for trimming sheets and halyards, tightening running backstays, and many other jobs.The mechanical advantage gained by using two or more blocks in a tackle is known as the purchase. Here’s how to calculate the purchase in relative terms: it’s equal to the number of lines leading into and away from the moving block only, and includes a line attached to the moving block’s
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| Wikipedia: Block and tackle |
A block and tackle[1] is a system of two or more pulleys with a rope or cable threaded between them, usually used to lift or pull heavy loads.
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Although used in many situations, they are especially common on boats and sailing ships, where motorized aids are usually not available, and the task must be performed manually. The block and tackle pulley was probably invented by Archimedes.
A Block is a set of pulleys or "sheaves" all mounted on a single axle. When rope or line is run through a block or a series of blocks the whole assembly is called a Tackle. Usually it is a compound machine.
The most common arrangement of block and tackle is to have a block attached to a fixed position (the fixed or standing block), and another block left to move with the load being pulled or lifted (The moving block).
The block and tackle pulley is actually a compound pulley.
The mechanical advantage of a block and tackle is equal to the number of parts in the line, that either attach to or run through the moving block, or the number of supporting ropes. For example, take a block and tackle with 2 sheaves on both the moving block and the fixed block. If one compares the blocks, one will see one block will have 4 lines running through its sheaves. The other will have 4 lines running through its sheaves (including the part of the line being pulled or hauled), with a 5th line attached to a secure point on the block. If the hauling part is coming out of the fixed block, the block and tackle will have a mechanical advantage of 4. If the tackle is reversed, so that the hauling part is coming from the moving block, the mechanical advantage is now 5.
The mechanical advantage of a tackle is relevant, because it dictates how much easier it is to haul or lift your load. A tackle with a mechanical advantage of 4 (a double tackle) will be able to lift 100 lbs with only 25 lbs of tension on the hauling part of the line. In the diagram on the right the mechanical advantage of the tackles shown is as follows:
The formula used to find the effort required to raise a given weight is:

Where:
S is the power in the hauling part.
P is the power gained by the purchase (this is the same as the number of parts at the moving block).
n is the number of sheaves in the purchase.
W is the weight lifted.
10 is the denominator of the fraction for friction. An arbitrary 10%.
[2]
Mechanical advantage correlates directly with velocity ratio. The velocity ratio of a tackle refers to the relative velocities of the hauling line to the hauled load. A line with a mechanical advantage of 4, has a velocity ratio of 4:1. In other words, to raise a load at 1 meter per second, 4 meters of line per second must be pulled from the hauling part of the rope.
The increased force produced by a tackle is offset by both the increased length of rope needed and the friction in the system. In order to raise a block and tackle with a mechanical advantage of 6 a distance of 1 metre, it is necessary to pull 6 metres of rope through the blocks. Frictional losses also mean there is a practical point at which the benefit of adding a further sheave is offset by the incremental increase in friction which would require additional force to be applied in order to lift the load. Too much friction may result in the tackle not allowing the load to be released easily[3], or by the reduction in force needed to move the load being judged insufficient because undue friction has to be overcome as well.
A tackle may be
While rigging to advantage is obviously the most efficient use of equipment and resources, there are several reasons why rigging to disadvantage may be more desirable. The decision of which to use depends on pragmatic considerations for the total ergonomics of working with a particular situation. Lifting from a fixed point overhead is an obvious example of such a situation.
This entry is from Wikipedia, the leading user-contributed encyclopedia. It may not have been reviewed by professional editors (see full disclaimer)
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