2020
DOI: 10.1134/s0016793220070154
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Heat Fluxes in Collisionless Magnetohydrodynamic Shock Waves

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“…The first condition in each of the above cases also defines a region on the plane of upstream parameters (M 1 , κ 1 ) while second condition defines a region on the plane of downstream parameters (M 2 , κ 2 ). Using the solution (13) of RH relations the reverse functions can be used to map the downstream state (and thus the second condition) into the upstream state: (M 2 , κ 2 ) → (M 1 , κ 1 ) [27]. The intersection of these two regions defines a region of evolutionarity although in some cases the intersection may be empty.…”
Section: Evolutionarity Of Parallel Shock Wavesmentioning
confidence: 99%
“…The first condition in each of the above cases also defines a region on the plane of upstream parameters (M 1 , κ 1 ) while second condition defines a region on the plane of downstream parameters (M 2 , κ 2 ). Using the solution (13) of RH relations the reverse functions can be used to map the downstream state (and thus the second condition) into the upstream state: (M 2 , κ 2 ) → (M 1 , κ 1 ) [27]. The intersection of these two regions defines a region of evolutionarity although in some cases the intersection may be empty.…”
Section: Evolutionarity Of Parallel Shock Wavesmentioning
confidence: 99%