Dark matter in the form of weakly interacting massive particles (WIMPs) with masses at the TeV scale receive nonperturbative “Sommerfeld enhancements” to their pair annihilation rates due to unsuppressed exchanges of weak gauge bosons before the annihilation. These enhancements are conventionally computed numerically through the solution of coupled-channel Schrödinger equations. The most dramatic enhancements occur when there is an S-wave resonance near the WIMP-pair threshold. My collaborators and I have developed an effective field theory for wino dark matter near such a resonance. Winos interact nonperturbatively through zero-range contact interactions as well as through the long-range Coulomb interaction. Our analytic results for wino scattering and wino-pair annihilation accurately reproduce the results calculated numerically using the Schrödinger equation. I will show how this effective field theory is systematically improvable, how the Coulomb resummation is carried out, and how to build in the annihilation processes. Finally, I will demonstrate the power of this effective field theory by showing how a complicated process, the formation of a WIMP-pair bound state, can be calculated analytically.
High Energy Seminar - Evan Johnson (The Ohio State University) "Zero-Range Effective Field Theory for Resonant Wino Dark Matter"
April 13, 2018
11:30AM
-
12:30PM
M2035 Physics Research Building
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2018-04-13 10:30:00
2018-04-13 11:30:00
High Energy Seminar - Evan Johnson (The Ohio State University) "Zero-Range Effective Field Theory for Resonant Wino Dark Matter"
Dark matter in the form of weakly interacting massive particles (WIMPs) with masses at the TeV scale receive nonperturbative “Sommerfeld enhancements” to their pair annihilation rates due to unsuppressed exchanges of weak gauge bosons before the annihilation. These enhancements are conventionally computed numerically through the solution of coupled-channel Schrödinger equations. The most dramatic enhancements occur when there is an S-wave resonance near the WIMP-pair threshold. My collaborators and I have developed an effective field theory for wino dark matter near such a resonance. Winos interact nonperturbatively through zero-range contact interactions as well as through the long-range Coulomb interaction. Our analytic results for wino scattering and wino-pair annihilation accurately reproduce the results calculated numerically using the Schrödinger equation. I will show how this effective field theory is systematically improvable, how the Coulomb resummation is carried out, and how to build in the annihilation processes. Finally, I will demonstrate the power of this effective field theory by showing how a complicated process, the formation of a WIMP-pair bound state, can be calculated analytically.
M2035 Physics Research Building
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2018-04-13 11:30:00
2018-04-13 12:30:00
High Energy Seminar - Evan Johnson (The Ohio State University) "Zero-Range Effective Field Theory for Resonant Wino Dark Matter"
Dark matter in the form of weakly interacting massive particles (WIMPs) with masses at the TeV scale receive nonperturbative “Sommerfeld enhancements” to their pair annihilation rates due to unsuppressed exchanges of weak gauge bosons before the annihilation. These enhancements are conventionally computed numerically through the solution of coupled-channel Schrödinger equations. The most dramatic enhancements occur when there is an S-wave resonance near the WIMP-pair threshold. My collaborators and I have developed an effective field theory for wino dark matter near such a resonance. Winos interact nonperturbatively through zero-range contact interactions as well as through the long-range Coulomb interaction. Our analytic results for wino scattering and wino-pair annihilation accurately reproduce the results calculated numerically using the Schrödinger equation. I will show how this effective field theory is systematically improvable, how the Coulomb resummation is carried out, and how to build in the annihilation processes. Finally, I will demonstrate the power of this effective field theory by showing how a complicated process, the formation of a WIMP-pair bound state, can be calculated analytically.
M2035 Physics Research Building
America/New_York
public