ASME B 18.6.3 - 2013 ![](data:image/jpeg;base64,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Slotted Flat Countersunk Head Machine Screws
(ASTM F837 / F468)
①,Edge of head may be rounded or flat. ②,Screws of these lengths and shorter shall have undercut heads. ③,The diameter of body on machine screws having other than trim heads shall not be less than the Class 2A thread minimum pitch diameter nor greater than the basic major diameter of the thread. ④,Machine Screw Length of Thread 1) Sizes No.5 and smaller. Screws of nominal lengths equal to three diameters and shorter shall have full-form threads extending to within one pitch (thread) of the bearing surface of the head, or closer, if practicable. Nominal lengths greater than three diameters, up to and including 1-1/8 in., shall have full-form threads extending to within two pitches (threads) of the bearing surface of the head, or closer, if practicable. Screws of longer nominal lengths shall, unless otherwise specified, have a minimum length of full-form thread of 1 in. 2) Sizes No.6 and smaller. Screws of nominal lengths equal to three diameters and shorter shall have full-form threads extending to within one pitch (thread) of the bearing surface of the head, or closer, if practicable. Nominal lengths greater than three diameters, up to and including 2 in., shall have full-form threads extending to within two pitches (threads) of the bearing surface of the head, or closer, if practicable. Screws of longer nominal lengths shall have a minimum length of full-form thread of 1.5 in. unless otherwise specified. |