Research Article
Analysis of Radiative Radial Fin with Temperature-Dependent Thermal Conductivity Using Nonlinear Differential Transformation Methods
Table 2
The results of DTM, VIM, ADM, and NS for dimensionless temperature.
| | | | DTM | VIM [4] | ADM [31] | NS | DTM | VIM [4] | ADM [31] | NS |
| 0 | 0.8133693583 | 0.8145587262 | 0.8122259487 | 0.8133695812 | 0.8679116912 | 0.8677934850 | 0.8678227415 | 0.8679120939 | 0.05 | 0.8137822645 | 0.8149299130 | 0.8126321774 | 0.8137824427 | 0.8682139355 | 0.8680864947 | 0.8681245987 | 0.8682140666 | 0.10 | 0.8150223528 | 0.8160457268 | 0.8138530912 | 0.8150225764 | 0.8691214181 | 0.8689665327 | 0.8690309943 | 0.8691217405 | 0.15 | 0.8170937494 | 0.8179129642 | 0.8158953383 | 0.8170939665 | 0.8706363930 | 0.8704366340 | 0.8705444008 | 0.8706367938 | 0.20 | 0.8200033838 | 0.8205430743 | 0.8187698837 | 0.8200036083 | 0.8727626384 | 0.8725018855 | 0.8726689432 | 0.8727630106 | 0.25 | 0.8237610702 | 0.8239523423 | 0.8224918404 | 0.8237612930 | 0.8755054875 | 0.8751694686 | 0.8754104067 | 0.8755058710 | 0.30 | 0.8283796228 | 0.8281621511 | 0.8270802450 | 0.8283798480 | 0.8788718740 | 0.8784487205 | 0.8787762466 | 0.8788722707 | 0.35 | 0.8338750084 | 0.8331993221 | 0.8325577851 | 0.8338752350 | 0.8828703906 | 0.8823512130 | 0.8827756075 | 0.8828707739 | 0.40 | 0.8402665394 | 0.8390965420 | 0.8389504951 | 0.8402667643 | 0.8875113635 | 0.8868908496 | 0.8874193466 | 0.8875117414 | 0.45 | 0.8475771116 | 0.8458928803 | 0.8462874349 | 0.8475773321 | 0.8928069419 | 0.8920839837 | 0.8927200706 | 0.8928073243 | 0.50 | 0.8558334915 | 0.8536344030 | 0.8546003708 | 0.8558337131 | 0.8987712062 | 0.8979495558 | 0.8986921830 | 0.8987715631 | 0.55 | 0.8650666613 | 0.8623748942 | 0.8639234800 | 0.8650668754 | 0.9054202946 | 0.9045092538 | 0.9053519505 | 0.9054206440 | 0.60 | 0.8753122271 | 0.8721766901 | 0.8742931088 | 0.8753124399 | 0.9127725525 | 0.9117876937 | 0.9127175865 | 0.9127729094 | 0.65 | 0.8866109039 | 0.8831116398 | 0.8857476040 | 0.8866111038 | 0.9208487049 | 0.9198126293 | 0.9208093621 | 0.9208490358 | 0.70 | 0.8990090866 | 0.8952622030 | 0.8983272589 | 0.8990092815 | 0.9296720572 | 0.9286151827 | 0.9296497443 | 0.9296723561 | 0.75 | 0.9125595243 | 0.9087226999 | 0.9120743995 | 0.9125597131 | 0.9392687258 | 0.9382301051 | 0.9392635667 | 0.9392690380 | 0.80 | 0.9273221155 | 0.9236007249 | 0.9270336526 | 0.9273222778 | 0.9496679059 | 0.9486960683 | 0.9496782441 | 0.9496681990 | 0.85 | 0.9433648484 | 0.9400187469 | 0.9432524344 | 0.9433650219 | 0.9609021785 | 0.9600559865 | 0.9609240279 | 0.9609023769 | 0.90 | 0.9607649133 | 0.9581159096 | 0.9607817046 | 0.9607650173 | 0.9730078657 | 0.9723573730 | 0.9730343160 | 0.9730082160 | 0.95 | 0.9796100255 | 0.9780500563 | 0.9796770290 | 0.9796103729 | 0.9860254404 | 0.9856527331 | 0.9860460201 | 0.9860261076 | 1 | 1.0000000000 | 1.0000000000 | 1.0000000000 | 1.0000000000 | 1.0000000000 | 1.0000000000 | 1.0000000000 | 1.0000000000 |
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