Introduction to Instrumention, Sensors and Process Control (Artech House Sensors Library)


Product Description
Due to the increasing complexity of modern electrical, mechanical, and chemical systems, today's engineers have a growing interest in instrumentation, sensors, and process control. Providing this essential knowledge, this clear, easy-to-comprehend resource covers a wide range of technologies and techniques used in process control, fully explaining important related terminology. Professionals learn how to use microprocessors for both analog and digital process control, as well as signal conditioning. Moreover, engineers find the latest details on cutting-edge microelectromechanical devices and smart sensors. The book presents numerous worked examples using both English and SI (international system) units, which allows for easy conversion between the two systems. Nearly 200 illustrations and more than 150 equations support key topics throughout the book.Introduction to Instrumention, Sensors and Process Control (Artech House Sensors Library) Review
The 1st order hysteresis error example on page 9 has a simple math error that is carried on through to the answer. Part of the formula uses 1 minus a natural exponential function but the example only used the value of the exponential function and did not subtract it from 1. i.e. 1-e^(-1.3/3.1)= 0.3425 but e^(-1.3/3.1) = 0.657. In the example 0.66 is used, not 0.34, resulting in final answers that are off significantly.The complete formula in the book is: Amplitude(change in time)= Initial amplitude + (Final Amplitude - Init Amp)(1-e^(-change in time/time constant of sensor))
Change in time = 1.3 seconds
Sensor time constant = 3.1
Sensor Transfer function = 29mV/kPa
What is the output after 1.3 seconds if the pressure changes from 17 to 39 kPa? What is the pressure error at this time?
Pressure after 1.3 seconds was incorrectly calculated to be 31.52kPa resulting in a pressure error of 7.48kPa. The correct answer should be 24.54kPa resulting in a pressure error of 14.46kPa.
As a student, this kind of error makes me unsure of the veracity of the rest of the book. I spent a significant amount of time reviewing the natural exponential function and the operation of my calculator before coming to this conclusion. Perhaps the author should have used one of his students as a proof reader.
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