Table A1.

Model parameters time courses used in different conditions the model was applied to

Fig. (panel)	param.	tii	tif	rt	tdi	tdf	dt
2(a, d)	$v_{\max }$	‐	‐	‐	‐	‐	‐
	CBF	2	2+ϵ	ϵ	‐	‐	‐
	CTH	2	2+ϵ	ϵ	‐	‐	‐
2(b, e)	$v_{\max }$	‐	‐	‐	‐	‐	‐
	CBF	2	14	12	‐	‐	‐
	CTH	2	14	12	‐	‐	‐
2(c, f)	$v_{\max }$	2	8	6	‐	‐	‐
	CBF	2.9	14.9	12	‐	‐	‐
	CTH	2.3	14.9	12.6	‐	‐	‐
4(a, b)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	‐	‐	‐	‐	‐	‐
	CTH	‐	‐	‐	‐	‐	‐
4(c, d)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	‐	‐	‐	‐	‐	‐
	CTH	20.3	32.9	12.6	56.6	92.6	36
4(e, f)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	20.9	32.9	12	56.6	77.6	21
	CTH	20.3	32.9	12.6	56.6	92.6	36
4(g, h)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	20.9	32.9	12	56.6	77.6	21
	CTH	20.3	32.9	12.6	56.6	92.6	36
5(a, b)	$v_{\max }$	20	20.9	0.9	55.7	58.7	3
	CBF	20.9	32.9	12	56.6	77.6	21
	CTH	20.3	32.9	12.6	56.6	92.6	36
5(c, d)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	20.9	32.9	12	56.6	77.6	21
	CTH	20.3	32.9	12.6	56.6	92.6	36
5(e, f)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	20.9	32.9	12	56.6	77.6	21
	CTH	‐	‐	‐	‐	‐	‐
5(g, h)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	20.9	32.9	12	56.6	77.6	21
	CTH	20.3	32.9	12.6	56.6	92.6	36
6(a–c)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	20.9	32.9	12	56.6	77.6	21
	CTH	20.3	32.9	12.6	56.6	92.6	36
6(d–f)	$v_{\max }$	‐	‐	‐	‐	‐	‐
	CBF	20.9	32.9	12	56.6	77.6	21
	CTH	20.9	32.9	12	56.6	77.6	21
7(a, b)	$v_{\max }$	‐	‐	‐	‐	‐	‐
	CBF	20	41	21	116	188	72
	CTH	‐	‐	‐	‐	‐	‐
7(c, d)	$v_{\max }$	52.4	58.4	6	79.1	100.1	21
	CBF	(20)* 53.3	(41)* 70.7	(21)* 17.4	(116)* 80	(188)* 101	(72)* 21
	CTH	52.7	70.7	18	80	101	21
8(a, b)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	20.6	26.9	6.3	56.6	77.6	21
	CTH	20.3	26.9	6.6	56.6	92.6	36
8(c, d)	$v_{\max }$	20	26	6	55.7	76.7	21
	CBF	20.6	26.9	6.3	56.6	77.6	21
	CTH	20.3	26.9	6.6	56.6	77.6	21

All values are given in second and refer to the time axis of the figures presented in this study. tii, time at which the parameter begins to increase; tif, time at which the parameter stops to increase; rt: rise time, $\text{rt}=\text{tif}-\text{tii}$; tdi, time at which the parameter begins to decrease; tdf, time at which the parameter stops to decrease; dt: decay time, $\text{dt}=\text{tdf}-\text{tdi}$.

*Values in parentheses refers to CBF increase due to hypercapnia.