TeX - LaTeX Asked on December 20, 2020
I would like to display these equations in an alignment:
begin{align}
%setlength{jot}{20pt}
V_text{SET} &= min Bigg( frac{dV}{dI} Bigg) &text{for } V<0 [1em]
I_text{SET} &= I(argmin Bigg( frac{dV}{dI} Bigg) -3 ) &text{for } V<0[1em]
V_text{RESET} &= V(arg(grad(smooth(I)) leqslant 0)(0)) &text{for } V>0[1em]
I_text{RESET} &= I(arg(grad(smooth(I)) leqslant 0)(0)) &text{for } V>0[1em]
V_text{SET,stop} &= min(V) [1em]
V_text{RESET,stop} &= max(V) [1em]
I_text{cc} &= min(I) [1em]
Lin &= I(V=pm 0.4)/I(V=pm 0.2)
end{align}
I already tried setting the length of jot and using [1em]. However due to the fractions the spacing between the lines is not equal and I can not get it to be equal. This is what it looks like now:
Also due to [1em] the equations are now longer than the page and are over the page number, as you can see on the right bottom (13).
I am relatively new to Latex so I hope this not very obvious. Any help is appreciated.
Thanks so much in advance 🙂
In the case of your equations, it suffices to change Bigg
to Big
and to smash
the expressions involving tall parentheses in order to get a more compact display in the vertical dimension. With this change, one can dispense with the [1em]
spacing directives. To get more compactness in the horizontal dimension as well, it's a good idea to employ an alignat
environment rather than an align
environment.
A separate comment: the terms "max", "min", "arg" etc are math operators; to typeset them using an upright font face, input them as max
, min
, arg
, etc.
documentclass{article}
usepackage{amsmath,amssymb,array}
DeclareMathOperator{argmin}{arg,min}
DeclareMathOperator{grad}{grad}
DeclareMathOperator{smooth}{smooth}
begin{document}
begin{alignat}{2}
V_{textrm{SET}} &= min smash[b]{Bigl( frac{dV}{dI} Bigr)}
&quad&text{for $V<0$} [1em]
I_{textrm{SET}} &= Ismash{Bigl(argmin Bigl( frac{dV}{dI} Bigr) -3 Bigr)}
&&text{for $V<0$}[1em]
V_{textrm{RESET}} &= Vbigl(arg(grad(smooth(I)) leqslant 0)(0)bigr)
&&text{for $V>0$}[1em]
I_{textrm{RESET}} &= Ibigl(arg(grad(smooth(I)) leqslant 0)(0)bigr)
&&text{for $V>0$}[1em]
V_{textrm{SET,stop}} &= min(V) [1em]
V_{textrm{RESET,stop}} &= max(V) [1em]
I_{textrm{cc}} &= min(I) [1em]
L_{textrm{in}} &= I(V=pm 0.4)big/I(V=pm 0.2)
end{alignat}
end{document}
Correct answer by Mico on December 20, 2020
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