Analysis 3: Based on the design of the antennas, the Standard Absorption Rate (SAR) of RF power by the patient tissue is expected to be as follows: SAR(t) = √√2t + 0.1t+2 where, t is time in seconds. 1. Formulate a mathematical model for the dosage of exposure, D(t). Hint: the dosage is the area under the SAR curve. 2. Plot the dosage function for the first 80 seconds. 3. Manually estimate the total dosage from 40 to 60 seconds using the Mid-ordinate Rule, Trapezoidal Rule, and Simpson's Rule using 5 intervals, and again using 10 intervals. Show details of your steps.

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
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Analysis 3: Based on the design of the antennas, the Standard Absorption Rate (SAR) of RF power by the
patient tissue is expected to be as follows:
SAR(t) = v2t + e0.1t+2 where, t is time in seconds.
1. Formulate a mathematical model for the dosage of exposure, D(t). Hint: the dosage is the area
under the SAR curve.
2. Plot the dosage function for the first 80 seconds.
3. Manually estimate the total dosage from 40 to 60 seconds using the Mid-ordinate Rule,
Trapezoidal Rule, and Simpson's Rule using 5 intervals, and again using 10 intervals. Show details
of your steps.
Transcribed Image Text:Analysis 3: Based on the design of the antennas, the Standard Absorption Rate (SAR) of RF power by the patient tissue is expected to be as follows: SAR(t) = v2t + e0.1t+2 where, t is time in seconds. 1. Formulate a mathematical model for the dosage of exposure, D(t). Hint: the dosage is the area under the SAR curve. 2. Plot the dosage function for the first 80 seconds. 3. Manually estimate the total dosage from 40 to 60 seconds using the Mid-ordinate Rule, Trapezoidal Rule, and Simpson's Rule using 5 intervals, and again using 10 intervals. Show details of your steps.
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