Gas motion in the intracluster medium of the Virgo cluster replica

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Table D.1.

Values of the temperature, sound speed, velocity, velocity dispersion, Mach number and non-thermal pressure fraction.

Within R₅₀₀ = 1087 kpc
	3D					2D

T [K]	7.077e+07					5.99e+07	6.14e+07	6.14e+07	5.80e+07	5.99e+07	6.14e+07	6.14e+07	5.80e+07
c_s [km s⁻¹]	1.274e+03					1.172e+03	1.186e+03	1.186e+03	1.153e+03	1.172e+03	1.186e+03	1.186e+03	1.153e+03

	$\bar{v}$ $Mathematical equation: $ \overline{v} $$	$\bar{v_{x}}$ $Mathematical equation: $ \overline{v_{\mathrm{x}}} $$	$\bar{v_{y}}$ $Mathematical equation: $ \overline{v_{\mathrm{y}}} $$	$\bar{v_{z}}$ $Mathematical equation: $ \overline{v_{\mathrm{z}}} $$		$\bar{v_{x}}$ $Mathematical equation: $ \overline{v_{\mathrm{x}}} $$	$\bar{v_{y}}$ $Mathematical equation: $ \overline{v_{\mathrm{y}}} $$	$\bar{v_{z}}$ $Mathematical equation: $ \overline{v_{\mathrm{z}}} $$	$\bar{v_{cen}}$ $Mathematical equation: $ \overline{v_{\mathrm{cen}}} $$	$\bar{v_{x}}$ $Mathematical equation: $ \overline{v_{\mathrm{x}}} $$	$\bar{v_{y}}$ $Mathematical equation: $ \overline{v_{\mathrm{y}}} $$	$\bar{v_{z}}$ $Mathematical equation: $ \overline{v_{\mathrm{z}}} $$	$\bar{v_{cen}}$ $Mathematical equation: $ \overline{v_{\mathrm{cen}}} $$
v [km s⁻¹]	7.39e+01	2.36e+00	-5.79e+01	-4.58e+01	ew	1.09e+01	-3.94e+01	-8.51e-01	1.61e+02	1.09e+01	-3.94e+01	-8.51e-01	1.61e+02
v [km s⁻¹]	7.39e+01	2.36e+00	-5.79e+01	-4.58e+01	mw	-2.05e+01	-4.18e+01	-1.22e+01	9.19e+01	-2.05e+01	-4.18e+01	-1.22e+01	9.19e+01

	$\sqrt{3} σ_{v}$ $Mathematical equation: $ \sqrt{3}\sigma_{\mathrm{v}} $$	$\sqrt{3} σ_{v_{x}}$ $Mathematical equation: $ \sqrt{3}\sigma_{\mathrm{v_x}} $$	$\sqrt{3} σ_{v_{y}}$ $Mathematical equation: $ \sqrt{3}\sigma_{\mathrm{v_y}} $$	$\sqrt{3} σ_{v_{z}}$ $Mathematical equation: $ \sqrt{3}\sigma_{\mathrm{v_z}} $$		$\sqrt{3} σ_{x}$ $Mathematical equation: $ \sqrt{3} \sigma_{\mathrm{x}} $$	$\sqrt{3} σ_{y}$ $Mathematical equation: $ \sqrt{3} \sigma_{\mathrm{y}} $$	$\sqrt{3} σ_{z}$ $Mathematical equation: $ \sqrt{3} \sigma_{\mathrm{z}} $$	$\sqrt{3} σ_{cen}$ $Mathematical equation: $ \sqrt{3} \sigma_{\mathrm{cen}} $$	$\sqrt{3} s t d (v_{x})$ $Mathematical equation: $ \sqrt{3} std(v_{\mathrm{x}}) $$	$\sqrt{3} s t d (v_{y})$ $Mathematical equation: $ \sqrt{3} std(v_{\mathrm{y}}) $$	$\sqrt{3} s t d (v_{z})$ $Mathematical equation: $ \sqrt{3} std(v_{\mathrm{z}}) $$	$\sqrt{3} s t d (v_{cen})$ $Mathematical equation: $ \sqrt{3} std(v_{\mathrm{cen}}) $$

σ [km s⁻¹]	4.25e+02	4.32e+02	4.32e+02	4.12e+02	ew	3.78e+02	3.15e+02	3.09e+02	4.54e+02	2.38e+02	2.85e+02	2.70e+02	2.66e+02
σ [km s⁻¹]	4.25e+02	4.32e+02	4.32e+02	4.12e+02	mw	5.17e+02	3.88e+02	3.66e+02	4.73e+02	2.20e+02	2.26e+02	2.24e+02	2.24e+02

M_3D	3.39e-01	3.39e-01	3.42e-01	3.25e-01	ew	3.22e-01	2.68e-01	2.61e-01	4.17e-01	2.03e-01	2.42e-01	2.28e-01	2.69e-01
M_3D	3.39e-01	3.39e-01	3.42e-01	3.25e-01	mw	4.41e-01	3.29e-01	3.09e-01	4.18e-01	1.89e-01	1.94e-01	1.89e-01	2.10e-01

$\frac{P_{nt}}{P_{tot}}$ $Mathematical equation: $ \frac{P_{\mathrm{nt}}}{P_{\mathrm{tot}}} $$	6.00e-02	6.02e-02	6.10e-02	5.55e-02	ew	5.46e-02	3.83e-02	3.63e-02	8.82e-02	2.24e-02	3.16e-02	2.80e-02	3.87e-02
	6.00e-02	6.02e-02	6.10e-02	5.55e-02	mw	9.75e-02	5.67e-02	5.04e-02	8.85e-02	1.94e-02	2.04e-02	1.94e-02	2.39e-02

Within R_vir = 2147 kpc

	3D					2D
T [K]	5.755e+07					4.04e+07	4.16e+07	4.15e+07	3.98e+07	4.04e+07	4.16e+07	4.15e+07	3.98e+07
c_s [km s⁻¹]	1.149e+03					9.624e+02	9.771e+02	9.759e+02	9.553e+02	9.624e+02	9.771e+02	9.759e+02	9.553e+02

	$\bar{v}$ $Mathematical equation: $ \overline{v} $$	$\bar{v_{x}}$ $Mathematical equation: $ \overline{v_{\mathrm{x}}} $$	$\bar{v_{y}}$ $Mathematical equation: $ \overline{v_{\mathrm{y}}} $$	$\bar{v_{z}}$ $Mathematical equation: $ \overline{v_{\mathrm{z}}} $$		$\bar{v_{x}}$ $Mathematical equation: $ \overline{v_{\mathrm{x}}} $$	$\bar{v_{y}}$ $Mathematical equation: $ \overline{v_{\mathrm{y}}} $$	$\bar{v_{z}}$ $Mathematical equation: $ \overline{v_{\mathrm{z}}} $$	$\bar{v_{cen}}$ $Mathematical equation: $ \overline{v_{\mathrm{cen}}} $$	$\bar{v_{x}}$ $Mathematical equation: $ \overline{v_{\mathrm{x}}} $$	$\bar{v_{y}}$ $Mathematical equation: $ \overline{v_{\mathrm{y}}} $$	$\bar{v_{z}}$ $Mathematical equation: $ \overline{v_{\mathrm{z}}} $$	$\bar{v_{cen}}$ $Mathematical equation: $ \overline{v_{\mathrm{cen}}} $$
v [km s⁻¹]	3.79e+01	-9.77e+00	-2.05e+01	-3.03e+01	ew	-1.78e+01	1.32e+01	1.44e+00	1.42e+02	-1.78e+01	1.32e+01	1.44e+00	1.42e+02
v [km s⁻¹]	3.79e+01	-9.77e+00	-2.05e+01	-3.03e+01	mw	-5.08e+01	2.45e+00	-3.12e+01	9.77e+01	-5.08e+01	2.45e+00	-3.12e+01	9.77e+01

	$\sqrt{3} σ_{v}$ $Mathematical equation: $ \sqrt{3}\sigma_{v} $$	$\sqrt{3} σ_{v_{x}}$ $Mathematical equation: $ \sqrt{3}\sigma_{v_{\mathrm{x}}} $$	$\sqrt{3} σ_{v_{y}}$ $Mathematical equation: $ \sqrt{3}\sigma_{v_{\mathrm{y}}} $$	$\sqrt{3} σ_{v_{z}}$ $Mathematical equation: $ \sqrt{3}\sigma_{v_{\mathrm{z}}} $$		$\sqrt{3} σ_{x}$ $Mathematical equation: $ \sqrt{3} \sigma_{\mathrm{x}} $$	$\sqrt{3} σ_{y}$ $Mathematical equation: $ \sqrt{3} \sigma_{\mathrm{y}} $$	$\sqrt{3} σ_{z}$ $Mathematical equation: $ \sqrt{3} \sigma_{\mathrm{z}} $$	$\sqrt{3} σ_{cen}$ $Mathematical equation: $ \sqrt{3} \sigma_{\mathrm{cen}} $$	$\sqrt{3} s t d (v_{x})$ $Mathematical equation: $ \sqrt{3} std(v_{\mathrm{x}}) $$	$\sqrt{3} s t d (v_{y})$ $Mathematical equation: $ \sqrt{3} std(v_{\mathrm{y}}) $$	$\sqrt{3} s t d (v_{z})$ $Mathematical equation: $ \sqrt{3} std(v_{\mathrm{z}}) $$	$\sqrt{3} s t d (v_{cen})$ $Mathematical equation: $ \sqrt{3} std(v_{\mathrm{cen}}) $$

σ [km s⁻¹]	4.93e+02	5.64e+02	4.56e+02	4.52e+02	ew	3.96e+02	3.33e+02	3.89e+02	4.07e+02	3.73e+02	2.92e+02	3.07e+02	2.54e+02
σ [km s⁻¹]	4.93e+02	5.64e+02	4.56e+02	4.52e+02	mw	5.06e+02	4.31e+02	3.74e+02	3.47e+02	3.80e+02	2.63e+02	2.46e+02	1.81e+02

M_3D	4.31e-01	4.91e-01	3.98e-01	3.94e-01	ew	4.12e-01	3.41e-01	3.99e-01	4.51e-01	3.88e-01	2.99e-01	3.15e-01	3.05e-01
M_3D	4.31e-01	4.91e-01	3.98e-01	3.94e-01	mw	5.29e-01	4.41e-01	3.84e-01	3.77e-01	3.98e-01	2.70e-01	2.54e-01	2.16e-01

$\frac{P_{nt}}{P_{tot}}$ $Mathematical equation: $ \frac{P_{\mathrm{nt}}}{P_{\mathrm{tot}}} $$	9.34e-02	1.18e-01	8.07e-02	7.94e-02	ew	8.62e-02	6.06e-02	8.12e-02	1.02e-01	7.73e-02	4.74e-02	5.22e-02	4.91e-02
	9.34e-02	1.18e-01	8.07e-02	7.94e-02	mw	1.34e-01	9.76e-02	7.59e-02	7.33e-02	8.10e-02	3.88e-02	3.46e-02	2.52e-02

Notes. The top part of the table shows the values calculated within R₅₀₀ and the bottom part shows the values calculated within R_vir. To avoid confusion, the standard deviation over the sightline maps is written std.

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