Research Article

A Robust Vibration Control of a Magnetorheological Damper Based Railway Suspension Using a Novel Adaptive Type 2 Fuzzy Sliding Mode Controller

Table 2

(a) The dataset for building the T2F-SMC-TPM corresponding to

NumberSpecial featuresMassOptimal SMCMassOptimal SMC

18.52535.0648141.0002335.07161822.76581.038953.2621722.1579
24.52233.39758906.5074735.9054841.9140659.5604
38.76722.948962540.88861982.8015990.1407750.2305
44.97325.45844711.9458582.0642758.5645596.0658
52.03763.849442142.83841673.29422034.46261530.7845
61.25144.10522904.2789712.2077923.4180721.6689
70.92233.999422133.55661666.70402422.95251821.3986
80.80663.11382865.9687680.8311890.6681696.9541
91.33853.38782840.4636658.26002190.27821647.6059
101.56273.89972983.9933798.16582713.49292038.7391
111.64662.63116629.8220515.9764626.9616482.9901
121.61492.333724169.19993000.31392713.8037482.9901
131.49222.82782919.8343721.09512702.16372030.3610
141.47642.508022612.63711345.89862288.64421720.3469
151.52293.05622945.9174743.7041989.4768748.8851
161.64853.58642944.8328740.80542812.75091394.6906
171.76834.746142890.05442253.61252926.97392198.3221
181.87554.953422832.53622208.86142099.88051579.3051
191.98665.12132904.9660710.6018910.8603690.5929
201.72984.201522193.60371713.33092591.91691948.0186
211.84134.24702879.6654691.21353074.38392133.4457
221.84283.682941250.6077979.54022577.50191936.7388
232.04663.799342621.16542045.24302479.51761863.9505
241.84693.880623040.02232369.73822771.79862082.1558
251.93174.120342107.61961645.97932442.47451836.2908
261.77973.780642381.11911858.3251902.6679705.8501
271.77073.296562711.60282113.05853022.13812269.1541
281.54433.73954758.8964618.6243773.0376612.3174
291.62674.15954798.8963654.6223799.0375666.3177
301.52193.666242204.11981721.1770994.7896752.4646

(b) The dataset for building the T2F-SMC-TPM corresponding to

NumberMassOptimal SMCOptimal SMCMassOptimal SMC

11.077922.5776675.27371.1152229.16091561.55761.1532133.26071445.4078
2871.3061638.8431832.0436590.21481912.25031296.9057
32568.72361862.40143457.96002233.95072375.69361608.9346
4787.6981596.5456744.4079528.6801714.6500506.9179
52159.89191567.2162847.4220600.12972299.72211027.3687
62695.66311953.3682891.4124651.03582487.33451684.2294
72789.92772021.94722585.35341810.23712885.34191803.9449
82436.43731766.8375908.0902642.35361775.07641204.6414
92147.14771558.5583872.3525638.8025870.2371596.0257
102571.44011864.07622789.97541952.19055713.84513564.1694
11631.0044480.7390660.0787441.5234614.4037439.0579
122601.89141885.46783084.40822157.49332985.97252019.9774
135273.51192513.46962644.76221223.31063181.92031988.6962
142540.80621841.72822502.06371751.16152563.73331735.0979
152458.27451782.30504259.02432749.86822528.22121711.6512
163304.13822210.67092407.77491686.13972262.26891532.3271
172877.03592084.14022785.36741949.17302567.36451737.7531
182613.61801749.51222349.60601645.90952825.75811911.7728
192484.89611189.05432259.44471583.17712889.13111806.4919
202634.36201908.74352741.99181918.92063082.03982084.7294
212032.32621475.2905891.2040629.93542940.62431837.3593
222236.47231622.80592796.88791957.43902918.02081973.8165
232770.35592007.39932696.25711887.29213192.45951995.1240
241939.39801408.26892067.75971449.36342667.93701806.0082
252256.42411636.36542346.47821644.10932595.51861757.2010
262398.45721739.27312388.52881673.10552368.36081604.3651
273069.31552222.83773305.50042311.32872863.30611937.0000
281597.30521122.2111779.7302571.8900777.9218534.3333
291556.30521131.2191778.7302571.8907750.9214569.3341
302343.16911699.91241964.37441377.37362642.74851788.9367