T_C.tex

\documentclass[tikz]{standalone}
\usepackage{cmap}
\usepackage[T2A]{fontenc}
\usepackage[utf8x]{inputenc}
\usepackage{pgfplots}
\begin{document}
	\begin{tikzpicture}
		    \begin{axis}[
			grid=both,
			scale=1.5,
			% xmode=log,
			grid style={line width=.1pt, draw=gray!10},
			major grid style={line width=.2pt,draw=gray!50},
			% axis lines=middle,
			minor tick num=5,
			% xmin=1000, 
			% xmax=11,
			ymin=0,
			% ymax=5,
			ylabel={$T$, c},
			xlabel={$C$, мкФ},
			tick style={very thick},
		    % scale=0.5,
		    grid=both,
		    grid style={line width=1pt, draw=black!20},
		    major grid style={line width=.5pt,draw=black!90},
		    minor y tick num=4,
		    minor x tick num=4,   
		    xtick distance=1/4,
		    ytick distance=1/4,
		    % ymax = 1.8,
		    xmin = 0,
		    ymin = 0,
		    % xmax = 40,
		    % ticklabel style={font=\tiny,fill=white},    
		    axis lines=middle, 	
		    % xlabel style={right, xshift=1em},
		    % ylabel style={above},	
		    x label style={at={(axis description cs:0.5,-0.08)},anchor=north},
		    y label style={at={(axis description cs:-0.1,.5)},rotate=90,anchor=south}		    	    		
			% legend style={
			% at={(rel axis cs:0,1)},
			% anchor=north west,draw=none,inner sep=0pt,fill=gray!10}
		]
	        % \addplot +[mark=*, mark size=1.5pt,  only marks] plot [error bars/.cd, y dir = both, y explicit] table [x=u, y=i, y error=di, x error=du] {data/vax2.csv};
	        %plot [error bars/.cd, y dir = both, y explicit] 
	        \addplot +[mark=square*, mark size=2pt,  only marks] table [x=c, y=TT] {data/table_c.dat};	   	        

	        \addplot +[mark=*, mark size=1.5pt,  only marks] table [x=c, y=T] {data/table_c.dat};	        

	        % \addlegendentry{$U_c=-7$ В}
	        \addplot [samples=100, domain=0:2, dashdotdotted] {2.4/2*x+0};
% Linear model Poly1:
%      f(x) = p1*x + p2
% Coefficients (with 95% confidence bounds):
%        p1 =      0.9563  (0.6937, 1.219)
%        p2 =       0.148  (-0.1618, 0.4577)
	        % \addplot [samples=100, domain=109.2:240] {(x-109.2)/12.38};
	        % \addplot [samples=100, domain=106.5:240] {(x-106.5)/12.43};
	        % \addplot [samples=100, line width=1pt, domain=107.4:240] {(x-107.4)/12.36};
	        % \addlegendentry{Аппроксимация}

	        % \addplot [samples=100, domain=0:52, dashdotdotted] {0.05215*e^(-(x-27)^2/2/(7.649)^2)};
	        % \addlegendentry{$\sigma_k=7.649$}

% 	        >
% 	        General model:
%      f(x) = (x-x0)/r0
% Coefficients (with 95% confidence bounds):
%        r0 =       12.38  (12.29, 12.47)
%        x0 =       109.2  (108.7, 109.7)

% Goodness of fit:
%   SSE: 0.3017
%   R-square: 0.9993
%   Adjusted R-square: 0.9993
%   RMSE: 0.07768

		    \end{axis}
		\end{tikzpicture}	
\end{document}