14.12.2012 Views

PCS-150 / PCI-200 High Speed Boxcar Modules - Becker & Hickl ...

PCS-150 / PCI-200 High Speed Boxcar Modules - Becker & Hickl ...

PCS-150 / PCI-200 High Speed Boxcar Modules - Becker & Hickl ...

SHOW MORE
SHOW LESS

You also want an ePaper? Increase the reach of your titles

YUMPU automatically turns print PDFs into web optimized ePapers that Google loves.

<strong>Becker</strong> & <strong>Hickl</strong> GmbH <strong>PCS</strong>APP.DOC<br />

Kolonnenstr. 29<br />

10829 Berlin<br />

Tel. 030 / 787 56 32<br />

Fax. 030 / 787 57 34<br />

email: info@becker-hickl.de<br />

http://www.becker-hickl.de<br />

<strong>PCS</strong>-<strong>150</strong> / <strong>PCI</strong>-<strong>200</strong> <strong>High</strong> <strong>Speed</strong> <strong>Boxcar</strong> <strong>Modules</strong><br />

Recovery of Signals from Noise<br />

Resolution down to <strong>150</strong> ps<br />

Recording of <strong>High</strong> <strong>Speed</strong> Optical Signals<br />

Luminescence Decay Measurements<br />

Energy Measurement of ps and fs Pulses<br />

Nonlinear Optical Absorption Measurements<br />

Introduction<br />

The <strong>PCS</strong>-<strong>150</strong> and the <strong>PCI</strong>-<strong>200</strong> are PC plug-in modules for signal recording by the sampling<br />

or boxcar technique. They are intended for the measurement of repetitive signals with high<br />

bandwidth and time resolution.<br />

To record the signal, a sequential sampling technique is used. By using a high speed linear<br />

gate, one sample is taken from the signal in each signal period. To record the signal as a<br />

function of time, the sample point is shifted over the signal in small time increments.<br />

To measure the signal value at a selected point of the signal, the sampling point can also be<br />

fixed. In this case the signal voltage at the selected moment as a function of an externally<br />

varied parameter is recorded.<br />

In all modes the signal-to-noise ratio (SNR) the of the result can be enhanced by repeatedly<br />

sampling each signal point and averaging the samples.<br />

The <strong>PCS</strong>-<strong>150</strong> / <strong>PCI</strong>-<strong>200</strong> modules contain two signal channels which are controlled by a<br />

common gate pulse. This enables the module to record two input signals at the same time. The<br />

gate width of the <strong>PCS</strong>-<strong>150</strong> is


Method of Signal Recording<br />

Sampling<br />

The principle of the sampling method is shown in the figure below.<br />

In each signal period one sample is taken<br />

from the signal. From period to period the<br />

sample location is shifted by a small amount,<br />

to sample a somewhat later point of the signal.<br />

After n signal periods n samples have been<br />

taken to recover the waveform of the signal. If<br />

the sample point is shifted in sufficiently<br />

small steps the signal bandwidth is<br />

determined by the gate width only. Because<br />

the processing time of the particular samples<br />

does not affect the time resolution, the<br />

sampling method provides a very high<br />

bandwidth and an extremely high virtual<br />

sample rate at a moderate hardware effort. In fact, the virtual sample rate and the signal<br />

bandwidth can be 10 to 100 times higher than with digital oscilloscopes of comparable price.<br />

To improve the signal to noise ratio the sampling method can be combined with signal<br />

averaging. For that purpose, the procedure described above is repeated several times and the<br />

obtained curves are averaged. Averaging of n curves improves the signal to noise ratio by a<br />

factor of √n.<br />

<strong>Boxcar</strong><br />

The boxcar method uses the same principle as the sampling method. It differs only in the<br />

strategy of signal averaging. While the sampling method immediately proceeds to the next<br />

signal point and averages the complete curves, the boxcar method averages the samples of<br />

one signal point first and than proceeds to the<br />

next point. The method is shown in the next<br />

figure.<br />

At each sample point several (in the figure<br />

100) samples are taken and averaged with the<br />

same delay setting. When the averaging for<br />

this signal point is complete the delay is<br />

increased. The SNR improvement is n1/2. The<br />

practical difference compared to the sampling<br />

method is the different effect of a possible<br />

amplitude or time drift of the signal.<br />

<strong>Boxcar</strong> with Fixed Delay<br />

Signal<br />

period:<br />

1<br />

2<br />

3<br />

4<br />

5<br />

6<br />

7<br />

8<br />

In some applications only one particular point of the signal rather than the complete<br />

waveform is recorded. The signal value at this point is recorded as a function of the time or<br />

any other externally variable parameter. For such applications the <strong>PCS</strong>-<strong>150</strong> and <strong>PCI</strong>-<strong>200</strong><br />

modules can be operated in the 'Fixed Delay' mode. The principle is shown in the figure<br />

below.<br />

9<br />

10<br />

Sample<br />

Sampling Method<br />

Signal<br />

period:<br />

1..100<br />

101..<strong>200</strong><br />

201..300<br />

301..400<br />

401..500<br />

501..600<br />

601..700<br />

701..800<br />

801..900<br />

901..1000<br />

Sample<br />

Signal<br />

Signal<br />

<strong>Boxcar</strong> method: 100 samples / step averaged<br />

Result<br />

Result<br />

after 100 signal periods<br />

2


In the example shown the signal has a different<br />

shape in the signal periods 3 to 8. This results<br />

in a different sample value at the fixed sample<br />

point. In the result the sample value as a<br />

function of the signal period number is<br />

displayed. The method can be combined with a<br />

signal averaging technique in the same way as<br />

the boxcar method.<br />

Applications<br />

Basic Measurement Setup<br />

The <strong>PCS</strong>-<strong>150</strong> and <strong>PCI</strong>-<strong>200</strong> modules can be used in the same way as a normal sampling<br />

oscilloscope. Thus, the modules need a trigger signal as a reference for the temporal location<br />

of the signal. The trigger signal must appear at least 20 to 40 ns preceding the signal in order<br />

to compensate the internal delay of the trigger circuit and the delay unit (see figure below).<br />

If the signal has a repetition rate of more<br />

than 50 MHz this delay is no problem. If<br />

Signal<br />

the trigger is too late, simply the next<br />

Recorded Interval<br />

Trigger<br />

signal period is displayed. For signals<br />

with low repetition rates, however,<br />

trigger and signal must be in the correct<br />

Delayed Signal<br />

time relation. This can be achieved by<br />

two different ways. The simplest way is<br />

to delay the measured signals through<br />

Internal Delay<br />

Recorded Interval<br />

delay lines by 20...40 ns. 4...8 m of high<br />

quality 50 Ohm cable is required for that<br />

purpose.<br />

The second way is a delayed triggering of the experiment. This can be achieved by an<br />

external delay generator or simply by delay cables. The signals from the experiment are fed<br />

directly to the <strong>PCS</strong>-<strong>150</strong> or <strong>PCI</strong>-<strong>200</strong> and the external trigger input is connected to the output of<br />

the generator that triggers the experiment. The second method avoids signal distortions by the<br />

delay lines in the signal path.<br />

Experiment<br />

Delay<br />

Trigger<br />

Signal<br />

Signal<br />

period:<br />

1<br />

2<br />

3<br />

4<br />

5<br />

6<br />

7<br />

8<br />

Signal<br />

Delay<br />

Sample<br />

9<br />

10<br />

<strong>Boxcar</strong> measurement with fixed delay<br />

Signal<br />

<strong>PCS</strong> Trigger<br />

Experiment<br />

<strong>PCS</strong><br />

Source<br />

Delaying the Signal Delaying the Experiment Trigger<br />

Trigger<br />

Result<br />

3


Measurement of noisy signals<br />

The next figure shows an example for the measurement of a noisy signal. The investigated<br />

device (experiment) is excited by a pulse generator. The experiment delivers a noisy output<br />

signal on each input pulse. Due to the noise the signal from the experiment cannot be used for<br />

triggering the <strong>PCS</strong>-<strong>150</strong> / <strong>PCI</strong>-<strong>200</strong>. Therefore, the module is triggered externally by the same<br />

pulse generator that triggers the experiment. To compensate the internal delay of the <strong>PCS</strong>-<strong>150</strong><br />

or <strong>PCI</strong>-<strong>200</strong>, the experiment trigger is delayed in relation to the <strong>PCS</strong>-<strong>150</strong> / <strong>PCI</strong>-<strong>200</strong> trigger.<br />

Pulse Generator<br />

Experiment<br />

Signal A<br />

Trigger<br />

Measurement of a noisy signal<br />

<strong>PCS</strong>-<strong>150</strong><br />

The figure above shows an example of the noise suppression which is achieved by signal<br />

averaging. By averaging 4096 samples per delay step the signal-to-noise ratio improved by a<br />

factor of 64.<br />

Measurements with PMTs<br />

Photomultiplier tubes (PMTs) are used to record low level<br />

light signals with a resolution down to 1ns (FWHM). The<br />

typical gain of a PMT is in the order of 10 5 to 10 7 . With this<br />

gain one single photon yields an output pulse from 16 uA to<br />

1.6 mA or 0.8 mV to 80 mV at a load resistor of 50 Ω.<br />

Thus, only a few photons can be detected within the linear<br />

range of the PMT and the signal is very noisy. Often the<br />

PMT output signal consists only of random current pulses<br />

due to the detection of the individual photons of the light<br />

signal (Figure right).<br />

Any attempt to improve the signal by additional amplifiers<br />

or by increasing the gain of the PMT in this situation results<br />

in increased noise or decreased dynamic range. There is<br />

only one remedy: To detect more photons either by<br />

decreasing the PMT gain while increasing the light<br />

intensity or by averaging many periods of the signal. In the<br />

figure right a typical example is shown. A fast PMT was<br />

illuminated with a light pulse of 0.3 ns FWHM from a laser<br />

diode. The intensity was reduced to keep the PMT signal<br />

within the linear range of the output current. The upper<br />

recording shows the noise due to the sampling of the<br />

random single photon pulses of the PMT. By averaging<br />

4096 signal periods the number of photons is increased<br />

accordingly, and the shape of the PMT response is shown<br />

clearly.<br />

Light Pulse<br />

PMT Output Signal<br />

PMT output signal for a low level light signal<br />

PMT signal recorded without and with 4096<br />

accumulations per point<br />

4


Fluorescence Lifetime Measurements<br />

In the figure below a simple setup for the measurement of fluorescence decay functions is<br />

shown.<br />

N2 Laser<br />

PC with <strong>PCS</strong>-<strong>150</strong><br />

Trg<br />

P1 P2 C<br />

M<br />

F1 F2 F3<br />

OCF-400 PDM-400 PDM-400<br />

APM-400 APM-400<br />

A<br />

Del1 Del2<br />

Flourescence Decay Measurement with the <strong>PCS</strong>-<strong>150</strong><br />

The nitrogen laser generates light pulses with less than 1ns duration and a repetition rate of<br />

10...100Hz. The light pulses excite the sample cell C. The fluorescence light from the sample<br />

cell is detected by a photodiode module PDM-400 or APM-400. The signal is fed to channel<br />

B of the <strong>PCS</strong>-<strong>150</strong>. P1 and P2 are glass plates which reflect a part of the laser radiation to the a<br />

second photodiode module and to the 'Optical Constant Fraction Trigger' OCF-400. The<br />

signal from OCF-400 is used as a trigger for the <strong>PCS</strong>-<strong>150</strong>. The signal from the second PDM-<br />

400 (or APM-400) is used to record the shape of the excitation pulse. The filters F1..F3 are<br />

provided to adjust the signal amplitudes, and the monochromator M selects an appropriate<br />

wavelength of the fluorescence light.<br />

The apparatus shown records fluorescence decay functions, time resolved fluorescence<br />

spectra or multiple decay curves at different wavelengths i.e. the complete wavelength-time<br />

behaviour of the fluorescence. For recording decay functions the sampling or boxcar mode is<br />

used. To suppress noise and amplitude fluctuations of the laser pulses 'Samples averaged' is<br />

chosen as high as possible with regard to the measuring time. The measurement delivers the<br />

decay function at the selected wavelength and the shape of the exciting laser pulse. A typical<br />

result is shown in the figure below.<br />

B<br />

5


Recording of time resolved spectra is achieved in the 'Fixed Delay' mode of the <strong>PCS</strong>-<strong>150</strong>. The<br />

sample point is set to the desired point of the decay function. Instead of the sample point the<br />

wavelength of the monochromator is scanned during the measurement, thus recording of the<br />

fluorescence intensity at the selected time as a function of the wavelength.<br />

The operation mode 'Block Increment' can be used to obtain the entire wavelength-time<br />

dependence of the fluorescence. In this mode the <strong>PCS</strong> / <strong>PCI</strong> performs subsequent<br />

measurements of the input waveform using the sampling or boxcar method. The curves are<br />

stored in different memory blocks. By scanning the wavelength, full information about the<br />

fluorescence behaviour of the sample is obtained.<br />

Transient Absorption Measurements<br />

In the figure below a simple arrangement for transient absorption measurements is shown.<br />

Pulsed Laser<br />

M1<br />

P1<br />

Dye Laser<br />

Pump<br />

Beam<br />

Optical<br />

Delay<br />

<strong>PCI</strong>-<strong>200</strong><br />

M2<br />

P2<br />

Sample<br />

P3<br />

Probe<br />

Beam<br />

Filter<br />

Channel A<br />

Channel B<br />

Trigger<br />

Transient Absorption Measurement<br />

D1<br />

PDM-400<br />

D2<br />

PDI-400<br />

D3<br />

PDI-400<br />

The output of a high power pulsed laser (i.e. N2 laser, excimer laser or frequency multiplied<br />

diode laser pumped YAG) is divided into two parts. One part is used to pump the sample, the<br />

other part pumps a dye laser which generates a light pulse of the appropriate wavelength to<br />

probe the absorption of the excited molecules in the sample. The detector D1 is a fast PDM-<br />

400 photodiode module which generates a trigger pulse for the <strong>PCI</strong>-<strong>200</strong> <strong>Boxcar</strong> Module. The<br />

absorption in the sample is measured by the detectors D2 and D3. D1 and D2 are PDI-400<br />

integrating photodiode modules and deliver energy proportional output pulses of some 100ns<br />

duration. The amplitudes of these pulses are recorded by the two signal channels of the<br />

<strong>PCI</strong>-<strong>200</strong> <strong>Boxcar</strong> module. The <strong>PCI</strong>-<strong>200</strong> is run in the ‘Fixed Delay’ mode. Thus, it records a<br />

curve consisting of subsequent averages over a selectable number of D2 and D3 intensity<br />

values. If the optical delay is continuously changed during the measurement and the quotient<br />

A/B is displayed the result shows the decay of the abasorption of the excited state species in<br />

the sample.<br />

Prism<br />

6


Nonlinear Optical Absorption Measurements<br />

Another example for the fixed delay mode and the wide gate width of the <strong>PCI</strong>-<strong>200</strong> is given in<br />

the next figure. The shown setup is used for the measurement of the intensity-dependence of<br />

the light absorption in organic dyes.<br />

A high power pulsed laser (i.e. nitrogen laser or pulsed dye laser) generates short pulses<br />

(< 1ns) with high energy (1mJ). The intensity is controlled by a suitable optical attenuator.<br />

The beam is split into two parts by the glass plate P2. The main part of the light is focused<br />

into the sample cell C1. The other part is fed through the reference cell C2. Both light signals<br />

are fed through a filter to the Detectors D1 and D2. D1 and D2 are PDI-400 integrating<br />

photodiode modules and deliver energy proportional output pulses of some 100ns duration.<br />

These pulses are recorded by the two signal channels of the <strong>PCI</strong>-<strong>200</strong>. The trigger pulse for the<br />

<strong>PCI</strong>-<strong>200</strong> is generated by the photodiode PD3. Due to the long duration of the signal pulses,<br />

delay lines in the signal path are not required. The gate width and the delay of the <strong>PCI</strong>-<strong>200</strong><br />

are set to sample a signal portion near the peak of the input pulses.<br />

The main problem in non-linear optical absorption measurements is, that an absorption<br />

accuracy of better than one percent over several orders of magnitude of the intensity is<br />

required. To reach the required absorption accuracy, the shown setup uses a second signal<br />

path trough a reference cell and the detector module D3. By using a common replaceable<br />

filter for both channels the signal intensity can be held inside the useful input voltage range of<br />

the <strong>PCI</strong>-<strong>200</strong> without degrading the accuracy of the measured absorption values.<br />

Pulsed Laser<br />

P1<br />

optical<br />

Attenuator<br />

P2<br />

D3<br />

PDM-400<br />

Trigger<br />

<strong>PCI</strong>-<strong>200</strong><br />

Measurement of non-linear absorption<br />

M<br />

Channel A<br />

C1<br />

C2<br />

Channel B<br />

Filter<br />

D1<br />

D2<br />

PDI-400<br />

PDI-400<br />

The measurement delivers pairs of signal values from which the intensity and the ratio of<br />

small signal and large signal absorption can be derived. By referring the A value (large signal<br />

absorption) to the B value (intensity and small signal absorption) the influence of the laser<br />

instability and the error of the optical attenuator do not appear in the measured absorption<br />

values. The apparatus is able to measure absorption variations as small as 1 %.<br />

7


Accessories<br />

DCA Series Preamplifiers<br />

These DC coupled preamplifiers have an excellent input offset<br />

stability and a bandwidth of up to 400 MHz. Inverting and<br />

noninverting versions with gains up to 10 (20 dB) are available.<br />

ACA Series Preamlifiers<br />

The ACA preamplifiers are AC coupled and have a bandwidth up to<br />

2 GHz and a gain up to 70 (37 dB).<br />

PDM-400 Photodiode <strong>Modules</strong><br />

The PDM-400 is a PIN photodiode module with 400 ps FWHM and<br />

a spectral range from 330 to 1000 nm. The modules do not require a<br />

special power supply, the operating voltage is taken from a connector<br />

at the <strong>PCS</strong> / <strong>PCI</strong> module.<br />

APM-400 Avalanche Photodiode <strong>Modules</strong><br />

The APM-400 is an avalanche photodiode module with an internal<br />

gain up to 100. Different versions with detector areas from 0.03 to<br />

7 mm 2 are available. Depending on the detector area, the speed is<br />

from 0.32 to 3 ns FWHM.<br />

PDI-400 Integrating Photodiode <strong>Modules</strong><br />

The PDI-400 is an integrating detector for pulsed light<br />

signals in the fJ range. The PDI-400 includes a high<br />

performance photodiode, a low noise charge sensitive<br />

amplifier and an active high pass filter. Due to filtering, most<br />

of the amplifier noise and low frequency background signals<br />

are rejected and the PDI-400 is insensitive to roomlight. Its<br />

high sensitivity, low noise and wide dynamic range makes it<br />

extremely useful in all applications where accurate and<br />

reproducable measurements of light pulse energies are<br />

essential.<br />

OCF-400 Optical Constant Fraction Trigger<br />

The OCF-400 is used to derive electrical trigger pulses from optical<br />

pulses with variable amplitude. Due to the constant fraction trigger<br />

principle the trigger point is widely independent of the pulse<br />

amplitude. Compared to a simple photodiode, the OCF-400 offers<br />

negligible influence of the light pulse energy on the trigger delay. It<br />

is used for measurements with Nitrogen Lasers or Dye Lasers with<br />

unstable pulse energy.<br />

8

Hooray! Your file is uploaded and ready to be published.

Saved successfully!

Ooh no, something went wrong!