By Dan Green

ISBN-10: 0521675685

ISBN-13: 9780521675680

Here's a entire creation to the actual rules and layout of particle detectors, masking all significant detector kinds in use this present day. After discussing the scale and effort scales fascinated about diverse actual procedures, the publication considers nondestructive tools, together with the photoelectric impact, photomultipliers, scintillators, Cerenkov and transition radiation, scattering and ionization, and using magnetic fields in float and twine chambers. an entire bankruptcy is dedicated to silicon detectors. within the ultimate a part of the ebook, eco-friendly discusses harmful dimension innovations. all through, he emphasizes the actual ideas underlying detection and indicates, via acceptable examples, how these ideas are most sensible used in actual detectors. workouts and exact additional examining lists are integrated.

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Extra resources for The Physics of Particle Detectors

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6. What are the radius and binding energy of an innermost electron compared to ao and Eo for an element with atomic number Z? Ignore the effect of the other electrons. Modify the derivation of Eq. 4. 7. Show that (IiC)2 is equal to 4x 10 14 (eV2 b). 8. 2. 9. Consider the collision of an electron with 100 eV energy with an atom of radius 10 angstroms. Show that the maximum partial wave excited has 1 Size, energy, cross section 28 1- 50 and that the diffraction pattern is confined to forward angles of about 1 degree.

Basically in the presence of absorption there must be elastic 'shadow' scattering. 1pT~liJa. 10 Nuclear scales of energy and size We now turn to the cross section and size scale characteristic of the atomic nucleus. Basically we think of a nucleus as containing Z protons plus (A - Z) neutrons or A 'nucleons' in total. If we consider them to be spherical objects with a size of order the Compton wavelength of a proton, Xp ' packed together in a nucleus of volume V, it is clear that the size of the nucleus, aN' scales as the atomic weight, A, to the 113 power.

As we will see in Chapter 3, a wave propagating in a medium is characterized by an index of refraction n. Since the phase factor of the associated field is i(k . x - wt) and wlk = c/n, the attenuation of the wave is exp[ - (lmk)x]. Since the probability goes as the square of the wave function, the mean free path is (L) = 112 Imk = C/[2wIm(n)]. ) Unitarity is another incarnation of the conservation of probability. Each partial wave, labeled by f, has a unitary upper limit which, as can be seen from Eq.

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The Physics of Particle Detectors by Dan Green

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