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Gap wedges are loosely defined, but typically have the loft between that of a pitching wedge and sand wedge, between 50 and 54 degrees. [2] At the extremes there is redundancy with either the pitching wedge (typically 48°) or the sand wedge (typically 56°), however some players will "fine-tune" the lofts of these other wedges to their play style, leading to alternate loft choices for a gap ...
The class of wedges grew out of the need for a better club for playing soft lies and short shots. Prior to the 1930s, the best club for short "approach" shots was the "niblick", roughly equivalent to today's 9-iron or pitching wedge in loft; however the design of this club, with a flat, angled face and virtually no "sole", made it difficult to use in sand and other soft lies as it was prone to ...
Though technically a wedge, pitching wedges are generally treated as if they were numbered irons.This is for a number of reasons: first, before the term "wedge" became common for high-loft short irons, the pitching wedge was actually numbered as the "10-iron" of a matched set, and to this day it follows the normal loft progression of the numbered irons.
A lob wedge, also known as a lofted wedge or an L-Wedge, is a wedge used in the sport of golf, known for being one of the shortest-hitting clubs and providing the most loft on a shot. Lob wedges are used to produce shots with a very high arc , and are most often used for shots over hazards and other obstructions.
Hart (2009) [3] states that the "volume of a spherical wedge is to the volume of the sphere as the number of degrees in the [angle of the wedge] is to 360". Hence, and through derivation of the spherical wedge volume formula, it can be concluded that, if V s is the volume of the sphere and V w is the volume of a given spherical wedge,
The mechanical advantage or MA of a wedge can be calculated by dividing the height of the wedge by the wedge's width: [1] M A = L e n g t h W i d t h {\displaystyle {\rm {MA={Length \over Width}}}} The more acute , or narrow, the angle of a wedge, the greater the ratio of the length of its slope to its width, and thus the more mechanical ...