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Principles of Fluorescence Spectroscopy

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116 TIME-DOMAIN LIFETIME MEASUREMENTS<br />

tichannel analyzer (MCA). There were some initial concerns<br />

about the linearity <strong>of</strong> the TAC on the computer boards<br />

as compared to the NIM bin systems. However, the problem<br />

has been solved and there is no longer a need for NIM bin<br />

electronics for TCSPC.<br />

4.5.4. Multichannel Analyzer<br />

In the older systems for TCSPC with separate components<br />

there was a multichannel analyzer (MCA). When a separate<br />

MCA is present its function is to measure the voltages from<br />

the TAC and sort the values according to counts at each particular<br />

voltage (time). The MCA first performs an analogto-digital<br />

conversion (ADC), which typically takes about<br />

1–10 :s, during which time the MCA is unable to read<br />

another voltage from the TAC. The histogram <strong>of</strong> the number<br />

<strong>of</strong> counts at each voltage (time) is displayed on a screen.<br />

This histogram represents the measured intensity decay.<br />

MCAs typically have 2048 to 8192 channels, which can be<br />

subdivided into smaller segments. This allows several<br />

experiments to be stored in the MCA prior to data transfer<br />

and analysis. This ability to store several histograms is particularly<br />

important for measurement <strong>of</strong> anisotropy decays.<br />

In this case one needs to measure the two polarized intensity<br />

decays, as well as one or two lamp pr<strong>of</strong>iles. In the modern<br />

systems the MCA is replaced by the ADC with direct<br />

transfer <strong>of</strong> the data into computer memory.<br />

4.5.5. Delay Lines<br />

Delay lines, or a way to introduce time delays, are incorporated<br />

into all TCSPC instruments. The need for delay lines<br />

is easily understood by recognizing that there are significant<br />

time delays in all components <strong>of</strong> the instrument. A<br />

photoelectron pulse may take 20 ns to exit a PMT. Electrical<br />

signals in a cable travel a foot in about 1 ns. It would be<br />

difficult to match all these delays within a couple <strong>of</strong><br />

nanoseconds in the start and stop detector channels without<br />

a way to adjust the delays. The need for matching delays<br />

through the components is avoided by the use <strong>of</strong> calibrated<br />

delay lines. Such delays are part <strong>of</strong> the NIM bin electronics.<br />

However, lengths <strong>of</strong> coaxial cable are prone to picking up<br />

RF interference.<br />

Calibrated delay lines are also useful for calibration <strong>of</strong><br />

the time axis <strong>of</strong> the MCA. This is accomplished by providing<br />

the same input signal to the start and stop channels <strong>of</strong><br />

the TAC. The preferred approach is to split an electrical signal,<br />

typically from the start detector, and direct this signal<br />

Figure 4.23. Effect <strong>of</strong> the pulse count rate on a single exponential<br />

decay. The numbers are the number <strong>of</strong> arriving photons per excitation<br />

pulse. For a rate <strong>of</strong> 0.01 or 1% the curve overlaps the actual decay (0).<br />

From [4].<br />

to both inputs <strong>of</strong> the TAC. Since the pulses arrive with a<br />

constant time difference, one observes a single peak in the<br />

MCA. One then switches the time delay in the start or stop<br />

channel by a known amount, and finds the peak shift on the<br />

MCA display. By repeating this process for several delay<br />

times, the TAC and MCA can be calibrated.<br />

4.5.6. Pulse Pile-Up<br />

In TCSPC only one photon from the sample is counted for<br />

every 50 to 100 excitation pulses. What errors occur if the<br />

average number <strong>of</strong> detected photons is larger? If more than<br />

one photon arrives, how does this affect the measured intensity<br />

decay? These questions cannot be answered directly<br />

because the electronics limit the experiment to detecting the<br />

first arriving photon. Simulations are shown in Figure 4.23<br />

for a single exponential decay with larger numbers <strong>of</strong> arriving<br />

photons. The numbers in the figure refer to the number<br />

<strong>of</strong> observed photons per excitation pulse, not the percentage.<br />

The apparent decay time becomes shorter and the<br />

decay becomes non-exponential as the number <strong>of</strong> arriving<br />

photons increases. The apparent decay is more rapid<br />

because the TAC is stopped by the first arriving photon.<br />

Since emission is a random event, the first photon arrives at<br />

earlier times for a larger number <strong>of</strong> arriving photons. Methods<br />

to correct for pulse pileup have been proposed, 71–72 but<br />

most laboratories avoid pulse pileup by using a low counting<br />

rate, typically near 1%. However, this is probably being<br />

overcautious, 9 as the measured lifetimes decrease by less<br />

than 1% with count rates up to 10%. The intensity decay is<br />

only changed by a modest amount for a 30% count rate<br />

(Figure 4.23). At present the concerns about pulse pileups

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