Abstract
In many practical fields, such as engineering, physics, chemistry, biology, psychology, economics, and finance, processes are simulated using differential equations. These models solutions, in contrast to algebraic equations, may be more intricate. In order to get at the solutions to these models, it is easy to employ integral transformations. In this paper, we use the Upadhyaya transform to obtain accurate solutions to two cardiovascular models. It is obvious that the Upadhyaya transform is an effective, dependable, and simple technique for solving differential equations.
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