250000 3.645833 19.270833 0.500000 11.241319 46.723090 0.750000 30.957935 124.490922 1.000000 84.036669 336.393870 0.000000 0.000000 14.874459 0.250000 4.338384 22.931458 0.500000 13.376684 55.598456 0.750000 36.838604 148.138810 1.000000 100.000000 400.294148 y(l) = by= = = = = : 8.10.2 Second-Order Equilibrium Method

doi:10.1201/9781315274508-235

Chapter

250000 3.645833 19.270833 0.500000 11.241319 46.723090 0.750000 30.957935 124.490922 1.000000 84.036669 336.393870 0.000000 0.000000 14.874459 0.250000 4.338384 22.931458 0.500000 13.376684 55.598456 0.750000 36.838604 148.138810 1.000000 100.000000 400.294148 y(l) = by= = = = =

Chapter

ABSTRACT

Example 8.7 is concerned with a derivative (i.e., Neumann) boundary condition. That problem can be solved by subroutine shoot by changing the following variable values: y(l) = 100.0, by= 0.0, bz = 1.0, y2 = 0.0, za = -405.0, and zb = -395.0.