A contour plot, also known as a level plot or isoline plot, is a two-dimensional graph that displays the values of a response variable as a series of contour lines.
The contour lines represent the constant values of the response variable, and they are plotted over a two-dimensional grid that represents the values of two independent variables. The contour lines connect points of equal value of the response variable, creating a map of the response variable across the independent variables.
Contour plots are commonly used to visualize the behavior of a system or process and to identify patterns or trends in the data. They are particularly useful for identifying areas of high or low values of the response variable and for identifying any interactions or non-linearities in the relationship between the independent variables and the response variable.
To create a contour plot, you first need to design an experiment or simulation that varies the values of the independent variables over a range of values. Then, you collect data on the response variable for each combination of independent variable values. Finally, you plot the response variable as a series of contour lines over a two-dimensional grid that represents the values of the independent variables.
Contour plots allow you to visualize the behavior of a system or process in a two-dimensional space, providing a clear and intuitive representation of the relationship between the independent variables and the response variable. They are commonly used in science, engineering, and statistics to visualize complex data sets and to identify patterns or trends in the data.
Final Year B Pharm Notes, Syllabus, Books, PDF Subjectwise/Topicwise