Question: According to the Adams-Moulton scheme, the derivative of a function T at time-step t is given by _________

Options

A : frac{3 T(t)+4T(t-Delta t)-T(t-2Delta t)}{2Delta t}

B : frac{3 T(t)-4T(t-Delta t)-T(t-2Delta t)}{2Delta t}

C : frac{3 T(t)+4T(t-Delta t)+T(t-2Delta t)}{2Delta t}

D : frac{3 T(t)-4T(t-Delta t)+T(t-2Delta t)}{2Delta t}

Click to view Correct Answer

Next

Computational Fluid Dynamics Crank Nicolson Adams Moulton Schemes more questions

Phase angle in a C.T. is defined as ____________

A number is selected from the first 20 natural numbers.....

If a 12-sided fair die is rolled twice, find the....

If spinner has 3 equal sectors colored yellow, blue and....

A cupboard A has 4 red carpets and 4 blue....

A single card is drawn from a standard deck of....

What is the equivalent of (?C ?C)t+?t/2 using the second-order....

Approximate the surface integral in the eastern face ?Sefdvec{S} of....

If a fair 15-sided dice is rolled, then is the....

There are 6 possible routes (1, 2, 3, 4, 5,....

Chemical Engineering Basics - Part 1 more Online Exam Quiz

Computational Fluid Dynamics Conservativeness

Computational Fluid Dynamics Consistency

Computational Fluid Dynamics Continuity Equation Finite Control Volume

Computational Fluid Dynamics Convection Boundedness Criterion

Computational Fluid Dynamics Convergence

Computational Fluid Dynamics Discretization

Computational Fluid Dynamics Discretization Approaches

Computational Fluid Dynamics Downwind Normalized Weighing Factor

Computational Fluid Dynamics Entrance Exams

Computational Fluid Dynamics Equations State