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Photomultiplier Geometry

The Hamamatsu photomultipliers can be modelled as a combination of a sphere, radius approximately $12.5$ cm, centred at the origin, combined with a torus of circular cross-section. For simplicity, the structure is assumed to be symmetric with respect to a reflection in the z = 5.09 cm plane with exceptions due to the base and the lower end of the dynode stack. The exception to the symmetry is the upper portion of the dynode stack, which is modelled as a cylinder. It should be noted that the spheres completely enclose the tori, which implies that the most efficient way of searching for an intersection is to check the sphere first. If it cannot be hit, then neither can the torus. The inner surface of the glass envelope is assumed to be a constant 0.3 cm from the outer surface. The photocathode is assumed to be situated on the inner surface 0.5 cm above the equator. Below the equator, the inner surface is assumed to be coated with aluminium. However, there is an overlap region (which extends approximately 2.5 cm below the equator), where the photocathode is laid down on the aluminium.


next up previous contents
Next: Reflector Geometry Up: PMT-Reflector Geometry Previous: Intersection of a line   Contents
sno Guest Acct 2009-09-09