Patent ID: 8493062

Claim:
A method for determining coercivity of a coercivity distribution magnet in which coercivity varies on a cross-sectional plane formed in the easy magnetization direction, such magnet having a coercivity distribution in which coercivity increases outward from the center of the plane, wherein the coercivity at an arbitrary site on the plane is determined, the method comprising the following steps: a first step of dividing the plane of the coercivity distribution magnet into a plurality of virtual plane segmented regions such that the regions are formed in the easy magnetization direction, placing the coercivity distribution magnet in a demagnetization-field-applying device, providing detectors at positions corresponding to the relevant plane segmented regions, and creating a particular demagnetization loss curve for each plane segmented region based on determination results obtained by each detector; a second step of determining the minimum coercivity Hr min and the mean coercivity Hcj based on the created demagnetization loss curves, designating the center position of a plane segmented region as “x1,” and designating a position ±x2 (+x2 or −x2) or ±x3 (+x3 or −x3) on the right or left side of the center position for determination of the coercivity sought to be determined; a third step of creating a coercivity distribution graph based on the following hypotheses (1) to (3) with the use of a coordinate system in which the X axis represents the distance outward from the center of a plane segmented region and the Y axis represents the coercivity at such distance: (1) the coercivity H x1 at the center position x1 is designated as the minimum coercivity Hr min on the coercivity distribution graph (2) when the coercivities at positions ±x2 and ±x3 are represented by H −x2 or H +x2 and H −x3 or H +x3 , respectively, the following equation is balanced: (H −x3 +H −x2 +H x1 +H +x2 +H +x3 )/5=the mean coercivity Hcj (3) the following equation is balanced: H +x2 −H x1 =H +x3 −H +x2 ; and a fourth step of determining the coercivity at an arbitrary position on the plane of the coercivity distribution magnet with the use of the coercivity distribution graph based on which the coercivity for each plane segmented region is determined.