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An introduction to various numerical methods, including nonlinear equations, differentiation, simultaneous linear equations, curve fitting, integration, ordinary differential equations, and advanced mathematical procedures such as partial differential equations, optimization, and fast fourier transforms. It includes examples and formulas for solving specific problems.
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How much of the floating ball is under the water?
f ( x ) = x^3 − 0. 165 x^2 + 3. 993 × 10 −^4 = 0
Differentiation
4
What is the acceleration at t=7 seconds?
dt
dv a =
Time (s) 5 8 12
Vel (m/s) 106 177 600
Find the velocity profile, given
v ( t ) = at^2 + bt + c , Three simultaneous linear equations 25 a + 5 b + c = 106
5 ≤ t ≤ 12
Time (s) 5 8 12 Vel (m/s) 106 177 600
What is the velocity of the rocket at t=7 seconds?
Regression (cont)
fluid
room
T
T
Finding the diametric contraction in a steel shaft when dipped in liquid nitrogen.