Table 1: Initial upstream and final downstream parameters for a single-fluid, ion-only plasma. The downstream pressure anisotropies $\lambda$ are not estimated, but are an exact result using Eq. (54). Normalised values are used.
Upstream Downstream

Perpendicular shock

$\rho$ , x 1 2.0078

$U_{\rm n}$ 10⁵ $4.9805 \times 10^4$

$\lambda$ 1 2.0078

$p_\parallel$ 0.01 0.066

$p_\perp$ 0.01 0.133

Inclined ( $\Theta_{B{\rm n}}= 45^\circ$ )

$\rho$ , x 1 2.137

$U_{\rm n}$ 10⁵ $4.679 \times 10^4$

$\lambda$ 1 1.718

$p_\parallel$ 0.01 0.107

$p_\perp$ 0.01 0.183

Almost parallel shock ( $\Theta_{B{\rm n}}= 1^\circ$ )

$\rho$ , x 1 2.253

$U_{\rm n}$ 10⁵ $4.4370 \times 10^4$

$\lambda$ 1 0.1971

$p_\parallel$ 0.01 0.567

$p_\perp$ 0.01 0.112

**Table 1:** Initial upstream and final downstream parameters for a single-fluid, ion-only plasma. The downstream pressure anisotropies $\lambda$ are not estimated, but are an exact result using Eq. (54). Normalised values are used.
	Upstream	Downstream
Perpendicular shock
$\rho$ , x	1	2.0078
$U_{\rm n}$	10⁵	$4.9805 \times 10^4$
$\lambda$	1	2.0078
$p_\parallel$	0.01	0.066
$p_\perp$	0.01	0.133
Inclined ( $\Theta_{B{\rm n}}= 45^\circ$ )
$\rho$ , x	1	2.137
$U_{\rm n}$	10⁵	$4.679 \times 10^4$
$\lambda$	1	1.718
$p_\parallel$	0.01	0.107
$p_\perp$	0.01	0.183
Almost parallel shock ( $\Theta_{B{\rm n}}= 1^\circ$ )
$\rho$ , x	1	2.253
$U_{\rm n}$	10⁵	$4.4370 \times 10^4$
$\lambda$	1	0.1971
$p_\parallel$	0.01	0.567
$p_\perp$	0.01	0.112

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