Research Article
Temperature Distribution Monitoring Using Ultrasonic Thermometry Based on Markov Radial Basis Function Approximation and Singular Values Decomposition
Table 1
The overall temperatures error analysis (without noise).
| ā | Mean relative error | Root-mean-square percent error |
| One-peak symmetrical temperature distribution | 4.681% | 5.335% | One-peak asymmetrical temperature distribution | 1.447% | 2.126% | Two-peak asymmetrical temperature distribution | 1.318% | 1.722% | Three-peak asymmetrical temperature distribution | 2.416% | 3.190% |
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