Gaussian 03 Online Manual
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IRCThis method keyword requests that a reaction path be followed [151,152]. The initial geometry (given in the molecule specification section) is that of the transition state, and the path can be followed in one or both directions from that point. By default, the forward direction is defined as the direction the transition vector is pointing when the largest component of the phase is positive; it can be defined explicitly using the Phase option. The geometry is optimized at each point along the reaction path such that the segment of the reaction path between any two adjacent points is described by an arc of a circle, and so that the gradients at the end points of the arc are tangent to the path. The path can be computed in mass-weighted internals, Cartesians or internals coordinates. By default, an IRC calculation steps 6 points in mass-weighted internals in the forward direction and 6 points in the reverse direction, in steps of 0.1 amu1/2 bohr along the path. IRC calculations require initial force constants to proceed. You must provide these to the calculation in some way. The usual method is to save the checkpoint file from the preceding frequency calculation (used to verify that the optimized geometry to be used in the IRC calculation is in fact a transition state), and then specify IRC=RCFC in the route section. The other possibilities are providing the force constants in the input stream (IRC=FCCards) and computing them at the beginning of the IRC calculation (IRC=CalcFC). Note that one of RCFC, CalcFC, CalcAll and FCCards must be specified. IRC calculations accept Z-matrices or Cartesian coordinates as molecule specifications and uses these coordinates in following the reaction path. You should specify alternative isotopes for IRC jobs using the standard method. IRC studies are not currently archived. PATH SELECTION OPTIONSPhase=(N1, N2 [, N3
[, N4]]) Forward Reverse ReadVector MaxPoints=N StepSize=N MaxCyc=N COORDINATE SYSTEM SELECTION OPTIONSMassWeighted Internal Cartesian RCFC CalcFC CalcAll FCCards Energy
(format D24.16) The force constants are in lower triangular form: ((F(J,I),J=1,I),I=1,NAt3), where NAt3 is the number of Cartesian coordinates. If both FCCards and ReadIsotopes are specified, the masses of the atoms are input before the energy, Cartesian gradients and the Cartesian force constants. OPTIMIZATION ALGORITHM-RELATED OPTIONVeryTight RESTART OPTIONRestart HF, all DFT methods, CIS, MP2, MP3, MP4(SDQ), CID, CISD, CCD, CCSD, QCISD, CASSCF, and all semi-empirical methods. The output for each step of an IRC calculation is very similar to that from a geometry optimization. Each step is introduced by this banner line (where "IRC" has replaced "Grad"): IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC-IRC As the optimization at each point completes, the optimized structure is displayed: Optimization completed. -- Optimized point # 1 Found. ---------------------------- ! Optimized Parameters ! ! (Angstroms and Degrees) ! -------------------- -------------------- ! Name Value Derivative information (Atomic Units) ! -------------------------------------------------------------------- ! CH1 1.3448 -DE/DX = 0.0143 ! ! HH 0.8632 -DE/DX = -0.0047 ! ! CH2 1.0827 -DE/DX = 0.0008 ! ! HCH 106.207 -DE/DX = -0.0082 ! -------------------------------------------------------------------- RADIUS OF CURVATURE = 0.39205 NET REACTION COORDINATE UP TO THIS POINT = 0.09946 Once the entire IRC has completed, the program prints a table summarizing the results: -------------------------------------------------------------------- SUMMARY OF REACTION PATH FOLLOWING: (Int. Coord: Angstroms, and Degrees) -------------------------------------------------------------------- ENERGY RX.COORD CH1 HH CH2 1 -40.16837 -0.49759 1.54387 0.73360 1.08145 2 -40.16542 -0.39764 1.49968 0.74371 1.08164 3 -40.16235 -0.29820 1.45133 0.76567 1.08193 4 -40.15914 -0.19914 1.39854 0.80711 1.08232 5 -40.15640 -0.09946 1.34481 0.86318 1.08274 6 -40.15552 0.00000 1.30200 0.91500 1.08300 7 -40.15649 0.09990 1.26036 0.96924 1.08330 8 -40.15999 0.19985 1.21116 1.03788 1.08349 9 -40.16486 0.29975 1.16418 1.10833 1.08353 10 -40.16957 0.39938 1.12245 1.18068 1.08328 11 -40.17324 0.49831 1.09260 1.25158 1.08276 -------------------------------------------------------------------- TOTAL NUMBER OF GRADIENT CALCULATIONS: 28 TOTAL NUMBER OF POINTS: 10 AVERAGE NUMBER OF GRADIENT CALCULATIONS: 2.80000 The initial geometry appears in the middle of the table (in this case, as point 6). It can be identified quickly by looking for a reaction coordinate value of 0.00000. |