Application of Fuzzy Fractional Kinetic Equations to Modelling of the Acid Hydrolysis Reaction

Table 4

The result of the proposed method for Example 27 with 𝑣=𝛼=0.95, 𝑚=11, 𝑘₁=0.05, and 𝑘₂=0.05.

𝑟	𝐶𝐵111	𝐶𝐵1(1;𝑟)	Error	𝐶𝐵211	𝐶𝐵2(1;𝑟)	Error
0	0.523578117777	0.523578117838	0.615489881283𝑒−10	1.473894867831	1.473894867893	0.614888140404𝑒−10
0.1	0.571093955279	0.571093955341	0.615463235931𝑒−10	1.426379030328	1.426379030390	0.614917006203𝑒−10
0.2	0.713641467788	0.618609792844	0.615431039463𝑒−10	1.331347355323	1.378863192887	0.614950312893𝑒−10
0.3	0.761157305290	0.666125630346	0.615399953218𝑒−10	1.283831517820	1.331347355384	0.614972517354𝑒−10
0.4	0.713944926805	0.713641467849	0.615371087420𝑒−10	1.236315680317	1.283831517882	0.615005824045𝑒−10
0.5	0.763892083304	0.761157305352	0.615342221621𝑒−10	1.188799842815	1.236315680379	0.615039130735𝑒−10
0.6	0.808673142793	0.808673142854	0.615311135376𝑒−10	1.213416491797	1.188799842876	0.615067996534𝑒−10
0.7	0.856188980296	0.856188980357	0.615278938909𝑒−10	1.141284005312	1.141284005374	0.615099082779𝑒−10
0.8	0.903704817798	0.903704817860	0.615252293556𝑒−10	1.093768167809	1.093768167871	0.615132389469𝑒−10
0.9	0.951220655301	0.951220655363	0.615220097088𝑒−10	1.046252330307	1.046252330368	0.615156814376𝑒−10
1	0.998736492804	0.998736492865	0.615190121067𝑒−10	0.998736492804	0.998736492865	0.615190121067𝑒−10