The magnetic field of any thick, circular solenoid carrying a uniform current density can be treated as a superposition of the fields of four appropriately placed solenoids of a special type, semi-infinite solenoids with zero inner radius. The radial and axial field components of this special solenoid are expressed nondimensionally in terms of nondimensional field-point variables and are presented in tables and in graphs. The field of any solenoid can be found by adding four numbers determined from the tabulation, each number corresponding to the contribution of one semi-infinite solenoid. Results are valid both on and off the axis and inside as well as outside the solenoid windings.
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