Scaling of Askaryan Pulses Apr 9 2005 D
- Slides: 21
Scaling of Askaryan Pulses Apr 9, 2005 D. Seckel, Univ. of Delaware
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Topics • RF pulses from Showers
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Radiation from single particles ZHS: 2 0. 5
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Sum over particles/Integrate over shower Shower Front + Light Cone Density of Excess Projected Track Length
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Separation of Variables & Form Factor
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Phase Factors and Rescaling FF Most MC’s use this
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Normalization and Determination of f, Gy, Gz
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) AVZ, ZHS, (G 4 later) AVZ Use a Gaussian, and give the half-width of the Cerenkov cone at 1 GHz as 3. 72 ° for a 1 Pe. V (3. 1 m) shower. Determine Gz as FT of gaussian
Scaling vs AVZ Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Field calculation is integral over shower profile Separation of phase factors Separation of form factors With scaled frequencies • • Adapted from Alvarez, Vazquez, Zas “Full sim” is approx a Blue – Gaussian for f(z), AVZ approx c for Gy Red – Griessen for f(z)
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) High frequency
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Phases
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Scaling with energy and type
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Scaling with medium AVZ scaled G 4
Scaling behavior Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Single particle & shower signals Includes LPM effect to observer qc fractional excess y z
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Pulse shapes
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Scaling model w/Shahid’s G 4 10 Te. V shower
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Multiple showers
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Fluctuations
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Better shower profiles?
Acoustic (in progress) Askaryan pulses, UCI, Apr 9, 2005 (Seckel) • Same as radio except – – – scalar vs vector total track length v/c is smaller attenuation experiment bandwidth
Askaryan pulses, UCI, Apr 9, 2005 (Seckel) Summary
- Discovering computers 2012
- Circular convolution
- Dt pulses
- Pulsus paradoxus
- Structure of pulses
- Pulses location
- Pulses
- Popliteal pulse
- Alligation method
- Where is the apical pulse located
- Main arteries of the body
- Femoral pulse location
- Pulses sketch
- Pulse site
- Cours cap apr
- What does apr stand for
- Air purifying respirator (apr)
- Roadmap smartsheet
- Apr vs ear
- Apr vs ear
- àpr
- Ncaa apr database