Research Article

Applying the Large Parameter Technique for Solving a Slow Rotary Motion of a Disc about a Fixed Point

Table 1

The values of the analytical solutions in the interval .


07.0485391-2.0289460
104.521710.8102261-5.775176-0.5861173
202.79E-010.3129329-7.329452-0.9497752
30-4.070127-0.3031333-6.101851-0.9529482
40-6.874124-0.804146-2.558307-0.5944318
50-7.069064-0.9999471.956236-0.01030037
60-4.580957-0.81622055.7282940.5777406
70-3.54E-01-0.32269977.3261920.9465014
804.0070590.29330166.1434510.95602
906.8474070.79798052.6289770.6026833
1007.0888390.9997878-1.8833180.02059964
1104.6397180.8221281-5.680805-0.5693026
1204.30E-010.3324316-7.322155-0.9431273
130-3.943567-0.2834384-6.1844-0.9589905
140-6.819966-0.7917299-2.699373-0.6108714
150-7.107862-0.99952261.810199-0.03089697
160-4.697986-0.82794845.6327140.5608044
170-5.05E-01-0.34212887.3173420.9396531
1803.8796550.27354576.2246910.961859
1906.7917990.78539582.7694770.6189939
2007.126130.9991513-1.7368910.04119054
2104.7557570.8336813-5.584021-0.5522458
2205.80E-010.3517892-7.311752-0.9360793
230-3.815332-0.263623-6.264326-0.9646258
240-6.762911-0.7789784-2.839286-0.6270508
250-7.143644-0.9986741.663392-0.05148069
260-4.813022-0.83932535.5347390.5436295
270-6.56E-01-0.36141237.3053870.9324061
2803.7506050.25367236.3032950.9672902
2906.7333070.77247782.9088010.6350418
3007.1603980.9980907-1.5897230.06176443