\documentclass[border=3pt,tikz]{standalone} \usepackage{amsmath,amssymb} \usepackage{bm} % math bold \usepackage[outline]{contour} % glow around text \contourlength{1.2pt} \usepackage{tikz} \usetikzlibrary{patterns} \tikzset{>=latex} \usetikzlibrary{calc} \usetikzlibrary{angles,quotes} % for pic \begin{document} \begin{tikzpicture}[scale=0.5] \def\N{20} \def\vi{14} \def\g{10} \def\thetaI{30} \def\D{\vi^2*sin(2*\thetaI)/\g} %15 \def\ymax{\vi^2*sin(\thetaI)^2/(2*\g)*1.4} \def\xmax{\D*1.1} \def\xmin{-1} \def\ymin{-1} \def\tmin{-0.02} \def\tmax{(2*\vi*sin(\thetaI)/\g)+0.05} % water, beach & rock \fill[blue!40!cyan!40!white!40] (0,0) rectangle ({(\xmax+\D)/2},\ymin*0.8); \draw[very thin,fill=yellow] %north east lines, crosshatch dots (\xmin*2.4,\ymin*0.8) to[out=60,in=180] (0,0) to[out=0,in=120] (-\xmin*0.9,\ymin*0.8); \draw[very thin,fill=black!50!white] %north east lines, crosshatch dots ({\D},-0.2) circle (0.2); % axes \draw[thick,->] (\xmin,0) -- ({\xmax},0) node[right=8pt,anchor=north] {$x\,[\text{m}]$}; \draw[thick,->] (0,\ymin) -- (0,{\ymax}) node[anchor=east] {$y\,[\text{m}]$}; \draw[thick] ({\D},-0.2) -- ({\D},0.2) node[right=1pt,above] {$D$}; % parabola \draw[very thick,black!40!blue,variable=\t,domain=\tmin:\tmax,samples=\N,smooth] plot ({\vi*cos(\thetaI)*\t},{\vi*sin(\thetaI)*\t-\g*\t^2/2}); % vectors \coordinate (O) at (0,0); \coordinate (X) at (1,0); \coordinate (V) at ({\vi*cos(\thetaI)/3},{\vi*sin(\thetaI)/3}); \coordinate (Vx) at ({\vi*cos(\thetaI)/3},-0.1); \coordinate (Vy) at (-0.1,{\vi*sin(\thetaI)/3}); % \draw[dashed,black!10!red] % (V) -- (Vx) % node[below=-2pt] {\contour{white}{$v_0\cos\theta$}}; % \draw[dashed,black!10!red] % (V) -- (Vy) % node[left] {$v_0\sin\theta$}; \draw[->,black!30!red,thick] (O) -- (V) node[above right] {\contour{white}{$\bm{v_0}$}}; %=(v_0\cos\theta,v_0\sin\theta) % angles \pic[draw,thick,black!50!red,"\footnotesize$\theta$",angle radius=30,angle eccentricity=1.2] {angle = X--O--V}; \end{tikzpicture} \begin{tikzpicture}[scale=0.4] \def\N{20} \def\vi{14} \def\D{15} \def\g{10} \def\thetaI{65} \def\thetaII{25} \def\ymax{{\vi^2*sin(\thetaI)^2/(2*\g)*1.1}} \def\xmax{\D*1.1} \def\xmin{-1} \def\ymin{-1} \def\tmin{-0.02} \def\tmaxI{(2*\vi*sin(\thetaI)/\g)+0.05} \def\tmaxII{(2*\vi*sin(\thetaII)/\g)+0.05} % water, beach & rock \fill[blue!40!cyan!40!white!40] (0,0) rectangle ({(\xmax+\D)/2},\ymin*0.8); \draw[very thin,fill=yellow] %north east lines, crosshatch dots (\xmin*2.4,\ymin*0.8) to[out=60,in=180] (0,0) to[out=0,in=120] (-\xmin*0.9,\ymin*0.8); \draw[very thin,fill=black!50!white] %north east lines, crosshatch dots (\D,-0.2) circle (0.2); % axes \draw[thick,->] (\xmin,0) -- (\xmax,0) node[right=8pt,anchor=north] {$x\,[\text{m}]$}; \draw[thick,->] (0,\ymin) -- (0,\ymax) node[anchor=east] {$y\,[\text{m}]$}; % parabola \draw[very thick,black!40!blue,variable=\t,domain=\tmin:\tmaxI,samples=\N*2] plot ({\vi*cos(\thetaI)*\t},{\vi*sin(\thetaI)*\t-\g*\t^2/2}); \draw[very thick,black!40!blue,variable=\t,domain=\tmin:\tmaxII,samples=\N] plot ({\vi*cos(\thetaII)*\t},{\vi*sin(\thetaII)*\t-\g*\t^2/2}); % vectors \coordinate (O) at (0,0); \coordinate (X) at (1,0); \coordinate (V) at ({\vi*cos(\thetaII)/3},{\vi*sin(\thetaII)/3}); \coordinate (V') at ({\vi*cos(\thetaI)/3}, {\vi*sin(\thetaI)/3}); \coordinate (Vx) at ({\vi*cos(\thetaII)/3},0); \coordinate (Vx') at ({\vi*cos(\thetaI)/3}, 0); \draw[->,black!30!red,thick] (O) -- (V); \draw[->,black!30!red,thick] (O) -- (V'); % projections %\draw[dashed,black!20!red] (Vx) -- (V); %\draw[dashed,black!20!red] (Vx') -- (V'); % angles \pic[draw,thick,black!50!red,angle radius=40,angle eccentricity=1.2] {angle = X--O--V}; \pic[black!50!red,"\footnotesize$\theta<45^\circ$" right=-4pt, angle radius=40,angle eccentricity=1.2] {angle = X--O--V}; \pic[draw,thick,black!50!red,angle radius=30,angle eccentricity=1.2] {angle = X--O--V'}; \pic[black!50!red,"\footnotesize$\theta>45^\circ$" above, angle radius=35,angle eccentricity=1.2] {angle = X--O--V'}; \end{tikzpicture} \end{document}