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Then, the equation can be integrated by using this first integral, and the exact solution of the equation can be obtained.
(8) The left-hand side of (8) can be shown to be the derivative of ln x t), so the equation can be integrated to yield ln x t) + c = −kt for a constant c that is determined by initial conditions.
Not only the Schrödinger equation can be integrated using the presented solver.
The equation can be integrated to yield the relation b = - frac{{ln left( {{{X_{1} } mathord{left/ {vphantom {{X_{1} } {X_{0} }}} right. kern-0pt} {X_{0} }}} right)}}{{t_{1} - t_{0} }}, (22 where X 1 and X 2 are biomass concentration at t 1 and t 2 in the batch system.
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For small accelerations, the equations can be integrated by keeping all orbit parameters fixed.
Second-order ordinary differential equations can be integrated by a unified procedure based on λ-symmetries.
With a careful choice of a three-dimensional spatial grid, the small scale features of these equations can be integrated analytically to yield a set of algebraic equations that can be solved by only a few iterations.
Note that in addition to the total kinetic energy and negative potential energy components W PE,1, W PE,21, W PE,22, the remanding terms in these equations can be integrated and then represented with negative potential energy component W PE,3.
Equation 1 can be integrated and solved yielding Equation 2: where C0 is the starting concentration of the single-strand DNA, and C t is the concentration of the remaining single-strand DNA at time t.
Equation (5) can be integrated under the boundary condition of t=0, f=0, to give Equation (6): (6) where k= k2 a and ρ= k1/ k.
In order to illustrate this approach, we derive one equation that can be integrated through this linearisation.
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