Ultra High Energy Cosmic Rays. UHECRs from Mildly Relativistic Supernovae

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Ultra High Energy Cosmic Rays from Mildly Relativistic Supernovae Tata Institute of Fundamental Research Mumbai, India March 13, 2012

Outline UHECRS Chakraborti, Ray, Soderberg, Loeb, Chandra 2011 Nature Communications 2, 175 1 UHECRS 2 3 4 5 6

Ultra High Energy Cosmic Rays One Problem Many Solutions Yet another solution Pack a LOT of energy Cant be caught by satellites Detected by air-showers

Who ordered that? UHECRS One Problem Many Solutions Yet another solution Interact with Lorentz boosted CMB photons Must come from within the GZK horizon Must have right combination of B-R Must have right rates and energetics Where are the sources?

Possible sources UHECRS One Problem Many Solutions Yet another solution Galactic (but with very high galactic magnetic field) Cosmological (but with Lorentz Violation during propagation) Active Galactic Nuclei (AGNs) Gamma Ray Bursts (GRBs) Hypernovae...

Why another solution? One Problem Many Solutions Yet another solution None of the existing astronomical sources are satisfactory Must investigate all potential sources before modifying physics New sources in hand

Mildly Relativistic Supernovae The prototype SN 2009bb Host Galaxy Map Our Scheme Figure: Comparison of SN 2009bb blastwave velocity and energy with those of type Ibc SNe and nearby GRBs. (Soderberg et al. Nature 2010)

SN 2009bb UHECRS The prototype SN 2009bb Host Galaxy Map Our Scheme Found in radio follow up of > 100 type Ibc SNe Bright radio emission seen by VLA and GMRT Requires engine driven relativistic ejecta

Giant Metrewave Radio Telescope The prototype SN 2009bb Host Galaxy Map Our Scheme

GMRT map of host galaxy The prototype SN 2009bb Host Galaxy Map Our Scheme NGC3278 on AUGUST 2009 STOKES I at 617.000 MHZ 2 4 6 8-39 57 00 DECLINATION (J2000) 15 30 45 10 31 39 38 37 36 35 34 33 RIGHT ASCENSION (J2000) Grey scale flux range= 0.10 10.00 MilliJY/BEAM Cont peak flux = 1.8555E-02 JY/BEAM Levs = 2.500E-04 * (1, 2, 4, 8, 16, 32) Figure: 617 MHz map of the host galaxy from the GMRT, showing the location of the supernova

UHECRS The prototype SN 2009bb Host Galaxy Map Our Scheme Mildly Relativistic Supernovae

B-R Combination UHECRS Maximum energy SSA Estimates SSA Spectrum Size-Magnetic Field From Waxman

B-R Combination UHECRS Maximum energy SSA Estimates SSA Spectrum Size-Magnetic Field

How to figure out B-R? Maximum energy SSA Estimates SSA Spectrum Size-Magnetic Field Use Rybicki and Lightman

How to figure out B-R? Maximum energy SSA Estimates SSA Spectrum Size-Magnetic Field Chevalier s Prescription for SSA «1/19 «9/19 «18/19 R 4.0 10 14 α 1/19 f Fop D ν 1 cm, 0.5 mjy Mpc 5 GHz (1) «4/19 «2/19 «4/19 B 1.1α 4/19 f Fop D ν 0.5 mjy Mpc 5 GHz G. (2)

SN 2009bb: Spectrum UHECRS Maximum energy SSA Estimates SSA Spectrum Size-Magnetic Field Figure: Radio spectrum (F ν ) of SN 2009bb, obtained from coordinated observations using the VLA and GMRT. The spectrum at high frequencies is given by optically thin synchrotron, while it is suppressed at low frequencies by SSA. (Soderberg et al. Nature 2010)

SN 2009bb: B-R Evolution Maximum energy SSA Estimates SSA Spectrum Size-Magnetic Field Figure: Hillas Diagram: SN 2009bb may accelerate Fe to 166 EeV

Rate UHECRS Energy Budget SN 2009bb: Energetics Γ inj = (0.7 20) 10 44 erg Mpc 3 yr 1 At the rate of SN 2009bb like objects, each of them has to put in around E SN = (0.3 9) 10 51 ergs Much more than the E eq 10 49 ergs required to naively explain the radio emission in SN 2009bb Re-examine energy budget

SN 2009bb: Energy Budget Energy Budget SN 2009bb: Energetics Collisional slowdown dγ γ 2 1 = dm M (3) de = c 2 (γ 1)dm (4) and ρ r 2 (5) Z m(r γ2 2) = (γ 1 1) 1/2 (γ 1 + 1) 1/2 m(r 1) + M 0 γ 1 (γ 1) 3/2 (γ + 1) 3/2 dγ (6)

Energy Budget SN 2009bb: Energetics Radius Evolution in Observer s Time: R(t) SN 2009bb M 0 =10-1 M sol M 0 =10-2 M sol M 0 =10-2.5 M sol R lat (cm) 10 17 10 16 10 1 10 2 T obs (days) Figure: R lat (t obs ) evolution in the observer s frame, determined from SSA

Blastwave Energetics UHECRS Energy Budget SN 2009bb: Energetics Mass-Energy estimates M 0 1.4 10 3 M (7) E Baryons 3.3 10 51 ergs (8) Coupled with (uncertain) rates for these objects, gives the correct energy for the energy injection rate required in UHECRs.

Are there enough of them? Magnetic deflections Rate of X-Ray transients Rate of Radio transients Hosted by gas rich spirals (remember HIPASS correlation?) 21 cm fluxes of NGC3278 indicates 1.9 10 9 M of HI. SNe Ibc occur at a rate of 1.7 10 4 Gpc 3 yr 1 SN 2009bb like events 0.7% 1.2 10 7 Mpc 3 yr 1 XRF 060218 like 2.3 10 7 Mpc 3 yr 1 > 60 arrival directions need to be explained How do we spot these objects?

Are there enough of them? Magnetic deflections Rate of X-Ray transients Rate of Radio transients 4 objects within 200 Mpc per year Cosmic rays of different energies have different travel delays due to deflections by magnetic fields τ delay 10 5 yrs May receive particles from any of 4 10 5 possible sources at any time.

X-Ray transients UHECRS Magnetic deflections Rate of X-Ray transients Rate of Radio transients Assuming that, the accelerated electrons have the same initial power-law index for their energy spectrum as the protons, and that they lose all their energy radiatively (Waxman & Loeb 2009). Rate of X-Ray transients ṅ t 3 10 7 ɛ 0.002 Γ inj «10 44 erg Mpc 3 yr 1 νl ν 10 40 erg s 1 «1 Mpc 3 SN 2009bb had an X-ray luminosity of L X = 4.4 ± 0.9 10 39 erg s 1. This luminosity and the rate of the relativistic SNe, together can account for the UHECR flux, if they remain active accelerators for t of order 1 year. (9)

Radio transients UHECRS Magnetic deflections Rate of X-Ray transients Rate of Radio transients Assuming that the electrons and magnetic fields together have a fraction ɛ of the energy of the relativistic protons (which is assumed to be divided equally into 10 logarithmic bins, assuming p 2 for the protons), we compute the minimum required rate of such transients with peak radio luminosity L op, which remain mildly relativistic at least until the SSA peak frequency drops to ν, as Rate of X-Ray transients ṅ 3 10 7 Γ inj ` ɛ 23/19 L op 10 44 erg Mpc 3 yr 1 0.002 10 29 ergs/sec/hz ` ν Mpc 3 yr 1 (10) 0.5 GHz 2 η 11 (1+η 17 ) Radio analogue of Waxman & Loeb s equation for X-Ray transients.

Another 09bb-like SN Thanks Questions SN 2012ap: A new broad-lined Sn Ib/c

SN 2012ap: Relativistic Ejecta Another 09bb-like SN Thanks Questions

Thanks UHECRS Another 09bb-like SN Thanks Questions My collaborators Alak, Alicia, Avi and Poonam VLA (run by NRAO) and GMRT (run by TIFR) for observations All of you for coming to the talk

Questions? UHECRS Another 09bb-like SN Thanks Questions If you have a question later, email me at sayan@tifr.res.in