Page 11 - Threading
P. 11

Lead
                 Lead is the distance that defines an axial movement of any point moving in relative motion per one full
                 turn (360°) along a line parallel to the thread axis. In a single-start thread, the lead is equal to the thread
                 pitch. In a multi-start thread, the lead is equal to the thread pitch multiplied by the number of starts.

                           Single-Start                    Double-Start                     Triple-Start                       INTRODUCTION

                      Lead                              Lead                                Lead
                      Pitch                           Pitch                            Pitch




















                   Lead=Pitch                      Lead=2xPitch                     Lead=3xPitch


                 Helix Angle
                 The helix angle of the thread influences thread efficiency and is necessary for calculating torque in
                 thread applications. The helix angle of the thread can be defined by unraveling the helix from the
                 thread, representing the section as a right triangle and calculating the angle that is formed.


                 φ= arctan  (      P       )
                               π×Dpitch

                 When:
                 φ        = Helix angle

                 P        = Thread pitch

                 Dpitch   = Pitch diameter (effective diameter of thread)
                 π        ≈ 3.142
                                                  φ
                        P                                                              φ 3
                                                                     P                       φ 2   φ 1
                                       πxD
                                                                               πxD3
                                                                                  πxD2

                                                                                     πxD1
















                                                                                                                             9
   6   7   8   9   10   11   12   13   14   15   16