Makes the axes object with handle h current for subsequent plotting commands.Ĭreates an axes at the position specified by a four-element vector. Positions the individual axes so that the plot boxes align, but does not prevent the labels and ticks from overlapping. If the specified axes object already exists, delete it and create a new axes. If p is a vector, it specifies an axes object having a position that covers all the subplot positions listed in p. The new axes object becomes the current axes. If the CurrentAxes is nested in a uipanel, the panel is used as the parent for the subplot instead of the current figure. Plots income on the top half of the window and outgo on the bottom half. The axes are counted along the top row of the Figure window, then the second row, etc. H = subplot(m,n,p), or subplot(mnp) breaks the Figure window into an m-by- n matrix of small axes, selects the pth axes object for for the current plot, and returns the axis handle. Subsequent plots are output to the current pane. Subplot divides the current figure into rectangular panes that are numbered rowwise. Meister, A.Subplot (MATLAB Functions) MATLAB Function Reference Klinge, Marcel Weiner, Rüdiger Podhaisky, Helmut: Optimally zero stable explicit peer methods with variable nodes (2018).Klinge, Marcel Weiner, Rüdiger: Strong stability preserving explicit peer methods for discontinuous Galerkin discretizations (2018).Khan, Mohammad Farhan Spurgeon, Sarah von der Haar, Tobias: Origins of robustness in translational control via eukaryotic translation initiation factor (eIF) 2 (2018).Haario, H.: Approximation error approach in spatiotemporally chaotic models with application to Kuramoto-Sivashinsky equation (2018) B.: On the geometrically exact low-order modelling of a flexible beam: formulation and numerical tests (2018) Byrne, Helen M.: A mathematical model of antibody-dependent cellular cytotoxicity (ADCC) (2018) Ghahramani, Ebrahim Arabnejad, Mohammad Hossein Bensow, Rickard E.: Realizability improvements to a hybrid mixture-bubble model for simulation of cavitating flows (2018).Lambers, James V.: Modeling the diffusion of heat energy within composites of homogeneous materials using the uncertainty principle (2018) Fernández-Cara, Enrique Prouvée, Laurent: Optimal control of mathematical models for the radiotherapy of gliomas: the scalar case (2018).M.: A fast and robust numerical scheme for solving models of charge carrier transport and ion vacancy motion in perovskite solar cells (2018) Clamond, Didier Dutykh, Denys: Non-dispersive conservative regularisation of nonlinear shallow water (and isentropic Euler equations) (2018).Chatterjee, Abhishek Rodriguez, Adrian Bowling, Alan: Analytic solution for planar indeterminate impact problems using an energy constraint (2018).Rández, Luis Van Daele, Marnix: Explicit Runge-Kutta methods for stiff problems with a gap in their eigenvalue spectrum (2018) Barker, Blake Nguyen, Rose Sandstede, Björn Ventura, Nathaniel Wahl, Colin: Computing Evans functions numerically via boundary-value problems (2018).Ansmann, Gerrit: Efficiently and easily integrating differential equations with JiTCODE, JiTCDDE, and JiTCSDE (2018).Carlo Versaci, Mario: Reconstructing the membrane detection of a 1D electrostatic-driven MEMS device by the shooting method: convergence analysis and ghost solutions identification (2018)
Angiulli, Giovanni Jannelli, Alessandra Morabito, F.jun.: Mathematical model of biofilm-mediated pathogen persistence in a water distribution network with time-constant flows (2018) Al Marzooq, Sadiqah Ortiz-Lugo, Alvaro Vaughan, Benjamin L.Adekanye, Oluwaseye Washington, Talitha: Nonstandard finite difference scheme for a Tacoma Narrows Bridge model (2018).Abdi, Ali Hosseini, Seyyed Ahmad: The barycentric rational difference-quadrature scheme for systems of Volterra integro-differential equations (2018).