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  2. TaylorMade - Wikipedia

    en.wikipedia.org/wiki/TaylorMade

    TaylorMade Golf Company is an American sports equipment manufacturing company based in Carlsbad, California, United States. The company focuses on the golf equipment market, producing golf clubs, balls, and clothing. TaylorMade Golf is currently a subsidiary of Centroid Investment Partners after it was purchased from KPS Capital Partners in May ...

  3. Gary Adams (golf) - Wikipedia

    en.wikipedia.org/wiki/Gary_Adams_(golf)

    After leaving college, he started working as a golf salesman. He observed new golf balls worked well with irons, but not wood clubs, so he started tinkering to create a metal driver. [2] In 1979, Gary Adams borrowed $24,000 on his house and leased a 6,000 square foot building in McHenry, Illinois to found TaylorMade Golf. He originally had ...

  4. Wood (golf) - Wikipedia

    en.wikipedia.org/wiki/Wood_(golf)

    The 1-wood, or driver, is the lowest-lofted, [3] longest, and often lightest club in a player's bag, and is meant to launch the ball the longest distance of any club. . Originally, the driver was only slightly larger than any other wood and was designed to be used from the tee or the fairway, but with the advent of hollow metal clubhead construction, the driver has become highly specialized ...

  5. Adams Golf - Wikipedia

    en.wikipedia.org/wiki/Adams_Golf

    In 2012, Adams Golf was acquired by TaylorMade Golf (which was owned by Adidas by then) for USD 10.80 per share in cash (roughly 70 million). As a result, Adams was added to the corporation set of golf brands, such as Adidas Golf and TaylorMade–adidas Golf. TaylorMade assured that Adams' headquarters in Plano, Texas, would remain. [2]

  6. M.2 - Wikipedia

    en.wikipedia.org/wiki/M.2

    A size comparison of an mSATA SSD (left) and an M.2 2242 SSD (right) M.2, pronounced m dot two [1] and formerly known as the Next Generation Form Factor (NGFF), is a specification for internally mounted computer expansion cards and associated connectors.

  7. Piston motion equations - Wikipedia

    en.wikipedia.org/wiki/Piston_motion_equations

    The angle domain equations above show that the motion of the piston (connected to rod and crank) is not simple harmonic motion, but is modified by the motion of the rod as it swings with the rotation of the crank.