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zt-vs-n.typ
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#import "@preview/cetz:0.3.2": canvas, draw
#import "@preview/cetz-plot:0.1.1": plot
#set page(width: auto, height: auto, margin: 8pt)
#canvas({
draw.set-style(
axes: (
y: (label: (anchor: "north-west", offset: -0.2), mark: (end: "stealth", fill: black)),
x: (label: (anchor: "north", offset: 0.1), mark: (end: "stealth", fill: black)),
),
)
plot.plot(
size: (12, 8),
x-label: [Carrier concentration $n$ ($"cm"^(-3)$)],
y-label: $z T$,
y-min: 0,
x-mode: "log",
x-tick-step: 1,
x-grid: true,
y-grid: true,
// x-format: "sci",
axis-style: "left",
legend: "inner-north-east",
{
// zT curve (red)
plot.add(
style: (stroke: rgb(85%, 0%, 0%) + 2pt),
(
(1.174e18, 0.2317),
(1.551e18, 0.2787),
(2.016e18, 0.3300),
(2.549e18, 0.3816),
(3.171e18, 0.4332),
(3.891e18, 0.4842),
(4.697e18, 0.5373),
(5.623e18, 0.5892),
(6.714e18, 0.6404),
(8.017e18, 0.6923),
(9.650e18, 0.7450),
(1.178e19, 0.7963),
(1.461e19, 0.8486),
(1.878e19, 0.8964),
(2.481e19, 0.9278),
(3.279e19, 0.9318),
(4.334e19, 0.9057),
(5.515e19, 0.8571),
(6.662e19, 0.8045),
(7.767e19, 0.7519),
(8.859e19, 0.7000),
(1.008e20, 0.6476),
(1.143e20, 0.5953),
(1.290e20, 0.5449),
(1.447e20, 0.4906),
(1.628e20, 0.4374),
(1.837e20, 0.3850),
(2.101e20, 0.3327),
(2.436e20, 0.2799),
(2.887e20, 0.2281),
(3.594e20, 0.1753),
(4.674e20, 0.1271),
(6.178e20, 0.08917),
(8.167e20, 0.06240),
(1e21, 0.05),
),
label: $z T$,
)
// σ curve (blue)
plot.add(
style: (stroke: rgb(0%, 0%, 70%) + 2pt),
(
(1.176e18, 0.005689),
(1.554e18, 0.008070),
(2.054e18, 0.009285),
(2.714e18, 0.01216),
(3.587e18, 0.01561),
(4.740e18, 0.02190),
(6.264e18, 0.02984),
(8.277e18, 0.04013),
(1.094e19, 0.05127),
(1.445e19, 0.06820),
(1.910e19, 0.09120),
(2.511e19, 0.1191),
(3.333e19, 0.1593),
(4.344e19, 0.2072),
(5.433e19, 0.2587),
(6.613e19, 0.3123),
(7.852e19, 0.3739),
(8.925e19, 0.4266),
(1.001e20, 0.4779),
(1.110e20, 0.5310),
(1.224e20, 0.5824),
(1.335e20, 0.6359),
(1.441e20, 0.6893),
(1.551e20, 0.7425),
(1.660e20, 0.7960),
(1.767e20, 0.8478),
(1.876e20, 0.9009),
(1.986e20, 0.9532),
(2.08e20, 1),
),
label: $sigma$,
)
// κ curve (green)
plot.add(
style: (stroke: rgb(0%, 70%, 0%) + 2pt),
(
(1.175e18, 0.08187),
(1.553e18, 0.08218),
(2.053e18, 0.08379),
(2.713e18, 0.08472),
(3.585e18, 0.08684),
(4.738e18, 0.08916),
(6.261e18, 0.09142),
(8.274e18, 0.09411),
(1.093e19, 0.09912),
(1.445e19, 0.1059),
(1.909e19, 0.1145),
(2.523e19, 0.1256),
(3.334e19, 0.1391),
(4.405e19, 0.1576),
(5.821e19, 0.1830),
(7.691e19, 0.2164),
(1.016e20, 0.2605),
(1.302e20, 0.3102),
(1.589e20, 0.3629),
(1.882e20, 0.4143),
(2.181e20, 0.4641),
(2.472e20, 0.5181),
(2.764e20, 0.5714),
(3.066e20, 0.6246),
(3.363e20, 0.6780),
(3.669e20, 0.7310),
(3.981e20, 0.7826),
(4.273e20, 0.8389),
(4.560e20, 0.8942),
(4.868e20, 0.9493),
(5.2e20, 1),
),
label: $kappa$,
)
// S curve (orange)
plot.add(
style: (stroke: orange + 2pt),
(
(1.65e18, 1),
(1.931e18, 0.9729),
(2.553e18, 0.9248),
(3.375e18, 0.8777),
(4.462e18, 0.8302),
(5.899e18, 0.7816),
(7.745e18, 0.7351),
(1.031e19, 0.6866),
(1.363e19, 0.6397),
(1.802e19, 0.5897),
(2.382e19, 0.5412),
(3.149e19, 0.4937),
(4.162e19, 0.4471),
(5.503e19, 0.3977),
(7.117e19, 0.3500),
(9.181e19, 0.2944),
(1.224e20, 0.2436),
(1.618e20, 0.2019),
(2.138e20, 0.1687),
(2.826e20, 0.1389),
(3.736e20, 0.1161),
(4.938e20, 0.09646),
(6.321e20, 0.08022),
(8.578e20, 0.06624),
(1e21, 0.06),
),
label: $S$,
)
// S²σ curve (cyan)
plot.add(
style: (stroke: aqua + 2pt),
(
(1.159e18, 0.04006),
(1.532e18, 0.04739),
(2.025e18, 0.05790),
(2.676e18, 0.06974),
(3.386e18, 0.08033),
(4.675e18, 0.09928),
(6.179e18, 0.1176),
(8.168e18, 0.1379),
(1.080e19, 0.1608),
(1.427e19, 0.1864),
(1.886e19, 0.2142),
(2.492e19, 0.2430),
(3.294e19, 0.2713),
(4.353e19, 0.2989),
(5.754e19, 0.3230),
(7.605e19, 0.3422),
(1.005e20, 0.3528),
(1.314e20, 0.3509),
(1.757e20, 0.3326),
(2.327e20, 0.3049),
(3.071e20, 0.2777),
(4.061e20, 0.2535),
(5.369e20, 0.2304),
(7.098e20, 0.2095),
(1e21, 0.185),
),
label: $S^2 sigma$,
)
},
)
})