In a particular trace analysis via FTIR, a set of 16 interferograms were collected.  The signal-to-noise ratio associated with a particular spectral peak was approximately 5/1.  How many interferograms would have to be collected and averaged if the goal is to obtain a S/N of 50/1?

Answer them all.  Process Control and Instrumentation.  Thank you!

Consider a transfer function:   Y(s)/U(s)=d/{bs+c(a)}   What is the steady-state gain?(b)For a step change of magnitudeMin the input, will theoutput response be bounded for all values of constantsb,candd? Briefly justify your answer.

(b) (c) Page 5 of 6 Calculate the gain, in percent transmitter output (%TO) per variable unit (specify units), write the transfer function, and draw the block diagram for a temperature transmitter with a range of 100 to 150°C and time constant of 1.2 minutes. Determine the transfer function relating Y(s) to X1(s) and X2(s) from the block diagram shown in Figure Q6 on page 6. Module code: CAPE203001 O X1(s) Toboz G3 G₂ G₁ X₂(s) G 700 Y2 Figure Q6 Turn the page over Y(s)