The energy loss spectrum of 150 GeV muons has been measured with a prototype of the ATLAS hadron calorimeter in the H8 beam of the CERN SPS. The differential probability dP/d upsilon per radiation length of a fractional energy loss upsilon = Delta E(mu)E(upsilon) has been measured in the range upsilon = 0.01 divided by 0.95; it is compared with the theoretical predictions for energy losses due to bremsstrahlung and production of electron-positron pairs or of energetic knock-on electrons. The integrated probability integral(0.01)(0.95)(dP/d upsilon)d upsilon is (1.610 +/- 0.015(stat) +/- 0.105(syst)). 10(-3) in agreement with the theoretical predictions 1.556 . 10(-3) and 1.619 . 10(-3). Agreement with theory is also found in two intervals of upsilon where production of electron-positron pairs and knock-on electrons dominates. In the region of bremsstrahlung dominance (upsilon = 0.12 divided by 0.95) the measured integrated probability (1.160 +/- 0.040(stat) +/- 0.075(syst)). 10(-4) is in agreement with the theoretical value of 1.185 . 10(-4), obtained using the Petrukhin and Shestakov description of the bremsstrahlung process. The same result is about 3.6 standard deviations (defined as the quadratic sum of statistical and systematic errors) lower than the theoretical prediction of 1.472 . 10(-4) obtained using Tsai's description of bremsstrahlung.

A measurement of the energy loss spectrum of 150 GeV muons in iron

ANGELINI, CARLO;CAVASINNI, VINCENZO;
1997-01-01

Abstract

The energy loss spectrum of 150 GeV muons has been measured with a prototype of the ATLAS hadron calorimeter in the H8 beam of the CERN SPS. The differential probability dP/d upsilon per radiation length of a fractional energy loss upsilon = Delta E(mu)E(upsilon) has been measured in the range upsilon = 0.01 divided by 0.95; it is compared with the theoretical predictions for energy losses due to bremsstrahlung and production of electron-positron pairs or of energetic knock-on electrons. The integrated probability integral(0.01)(0.95)(dP/d upsilon)d upsilon is (1.610 +/- 0.015(stat) +/- 0.105(syst)). 10(-3) in agreement with the theoretical predictions 1.556 . 10(-3) and 1.619 . 10(-3). Agreement with theory is also found in two intervals of upsilon where production of electron-positron pairs and knock-on electrons dominates. In the region of bremsstrahlung dominance (upsilon = 0.12 divided by 0.95) the measured integrated probability (1.160 +/- 0.040(stat) +/- 0.075(syst)). 10(-4) is in agreement with the theoretical value of 1.185 . 10(-4), obtained using the Petrukhin and Shestakov description of the bremsstrahlung process. The same result is about 3.6 standard deviations (defined as the quadratic sum of statistical and systematic errors) lower than the theoretical prediction of 1.472 . 10(-4) obtained using Tsai's description of bremsstrahlung.
1997
Berger, E; Blair, R; Fuess, T; Guarino, V; Hill, N; Magill, S; May, E; Nodulman, L; Price, L; Proudfoot, J; Stanek, R; Underwood, D; Wagner, R; Wicklund, B; Blanchot, G; Bosman, M; Casado, P; Cavallisforza, M; Efthymiopoulos, I; Ivanyushenkov, Y; Juste, A; Miralles, L; Orteu, S; Padilla, C; Perlas, Ja; Riu, I; Ronceux, B; Teubert, F; Arsenescu, R; Constantinescu, S; Blaj, C; Boldea, V; Dita, S; Cobal, M; Gildemeister, O; Nessi, M; Henriques, A; Poggioli, L; Sonderegger, P; Karapetian, G; Anderson, K; Blucher, E; Evans, H; Merritt, F; Pilcher, J; Sanders, H; Shochet, M; Tang, F; Turcot, A; Wagner, D; Ajaltouni, Z; Badaud, F; Bouhemaid, N; Brette, P; Brossard, M; Chadelas, R; Chevaleyre, Jc; Crouau, M; Daudon, F; Dugne, Jj; Michel, B; Montarou, G; Muanza, Gs; Pallin, D; Plothowbesch, H; Poirot, S; Reinmuth, G; Says, Lp; Vazeille, F; Astvatsaturov, A; Borisov, O; Budagov, J; Chirikovzorin, I; Chlachidze, G; Glagolev, V; Kakurin, S; Kolomoets, V; Kovtun, V; Kukhtin, V; Lebedev, A; Liba, I; Lomakina, O; Lomakin, Y; Malyukov, S; Minashvili, I; Pantea, D; Pukhov, O; Romanov, V; Russakovich, N; Senchishin, V; Semenov, A; Sissakian, A; Shchelchkov, A; Shevtsov, V; Studenov, S; Tokar, S; Topilin, N; Vinogradov, V; Vorozhtsov, S; Yarygin, G; Cogswell, F; Downing, R; Errede, D; Errede, S; Haney, M; Simaitis, V; Thaler, J; Amaral, P; Amorim, A; Carvalho, J; David, M; Gomes, A; Maio, A; Martins, Jp; Onofre, A; Wolters, H; Bromberg, C; Huston, J; Miller, R; Richards, R; Yosef, C; Alifanov, A; Bogush, A; Golubev, V; Rumyantsev, V; Kulchitsky, Y; Angelini, Carlo; Autiero, D; Cavasinni, Vincenzo; Costanzo, D; Desanto, A; Delprete, T; Digirolamo, B; Flaminio, V; Lami, S; Lazzeroni, C; Mazzoni, E; Renzoni, G; Davidek, T; Dolejsi, J; Dolezal, Z; Leitner, R; Soustruznik, K; Suk, M; Tas, P; Trka, Z; Valkar, S; Zdrazil, M; Lokajicek, M; Nemecek, S; Karyukhin, A; Klyukhin, V; Khokhlov, Y; Kopikov, S; Kostrikov, M; Lapin, V; Protopopov, Y; Sidorov, V; Solodkov, A; Starchenko, E; Surkov, A; Zaitsev, A; Caloba, L; Gaspar, M; Marroquin, F; Pereira, A; Seixas, Jm; Berglund, S; Bohm, C; Johansson, E; Hellman, S; Holmgren, S; Jonand, K; Sellden, B; Tardel, S; Yamdagni, N; Ferrer, A; Honore, Pf; Albiol, F; De, K; Gallas, E; Li, J; Sawyer, L; Stephens, R; Turcotte, M; White, A; Hakopian, H; Grabsky, V; Mnatsakanian, E; Vartapetian, A.
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Utilizza questo identificativo per citare o creare un link a questo documento: https://hdl.handle.net/11568/176450
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