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diffEQult
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Hit a wall on this one...can anyone help with the next step?
A(d2y/dt2)+B*(dy/dt)^2*(C*y^2+D*y+E)+F*y^-2=0
Thanks!
A(d2y/dt2)+B*(dy/dt)^2*(C*y^2+D*y+E)+F*y^-2=0
Thanks!
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diffEQult said:I don't see how you made the jump to your second line in the attached jpg? Where does the w come from and what does it represent.
diffEQult said:In the end, what would you solve the equation for if you have w, y, and v's throughout it?
diffEQult said:Also, V should be v in Halls equation.
A differential equation is a mathematical equation that relates a function to its derivatives. It is commonly used in modeling and solving problems involving rates of change.
Solving a differential equation requires knowledge of various techniques such as separation of variables, substitution, and integration. It also involves understanding the initial conditions and boundary conditions of the problem.
One example of a tough differential equation is the Navier-Stokes equation, which is used to describe the motion of fluids. It involves partial derivatives and can be difficult to solve analytically.
Some tips for solving tough differential equations include breaking the problem into smaller parts, using known techniques and formulas, and practicing regularly to improve problem-solving skills.
Yes, there are many resources available such as textbooks, online tutorials, and forums where you can discuss and get help with tough differential equations. It can also be helpful to consult with a professor or tutor for additional guidance.