Figure 1: a) Aerosol data displayed using a log scale for particle diameter .... The
primary reference for this application note was the book “Aerosol Technology:
Properties, Behavior, and Measurement of Airborne Particles,” by William C.
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RESPONSE TIME. APPLICATION NOTE LC-102. Response Time. The response
time of a VAV fume hood is a critical safety issue. The response time must be ...
ASHRAE Standard 55-2004 Thermal Environmental Conditions for Human
Occupancy specifies the combinations of indoor thermal environmental factors
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Each with a unique set of features, to ensure one is available to suit every
application. Table 1: CPC Specification Comparison. 8525. 3007. 3783. 3772.
3787.
This paper describes a methodology for generating Emery Oil aerosol for
calibration purposes. Setup. TSI Electrospray Aerosol Generator (EAG) Model
3480 is ...
FIT FACTORS VS. PROTECTION FACTORS. APPLICATION NOTE ITI-023. The
term "Protection Factor" is ambiguous. Different people often have different ...
VENTURI VALVES. APPLICATION NOTE LC-128. Venturi valves can be an
important component of critical environments control systems. Understanding.
CC] 18 May 2004. Note on Counting Eulerian Circuits. Graham R. Brightwell â. Peter Winkler â . February 1, 2008. Abstract. We show that the problem of ...
Support Manager Darran Shepherd's Mazda Mx-5 and a. DriftBox. 1. Find the
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3.1 Option 1 - Assigning an IP Address to the WAGO 750-841 PFC via the RS232
Configuration Port................................................................ 7. 3.2 Option 2 ...
results are substrate concentration, buffer composition and incubation conditions. This application note discusses the influence of different coating buffers and ...
The diluted solution was a stock solution of 25.0 mg/L Cr(VI). The stock solution was then diluted again to prepare a standard solution of 0.25 mg/L, to be used ...
Nov 25, 2016 - supply used in this application note, then the charging current when the mechanical .... Use Pulse Stable
Most Transient Voltage Suppressors are rated for. 10/1000 μs non-repetitive
pulse waveforms (10 μs being the front time and 1000 μs being the time from start
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reaction is produced and the resultant color can be measured by means of absorbance ... streptavidin optimised for the binding of Strep-tag II fusion proteins [2].
are studied using refractive index (RI) detection. Traditional ... appropriate for RI detection. ... 0.1% of each Oligosaccharide in mobile phase: Sucrose:.
RTO1024. This application note describes remote operation or monitoring of the
R&S® RTO digital oscilloscope through a standard web browser. The common ...
Absolute Encoders model number SVA-170-5-B with a Galil Accelera Series ...
The Fagor linear encoder maintains absolute position and sends that information
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Measuring the UV protection factor. (UPF) of fabrics and clothing. Application Note. Author. Zafira Bilimis. Agilent Technologies, Inc. Mulgrave, Victoria 3170,.
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APPLICATION NOTE CPC-001. Basic Concentration Calculation. Real-time
single particle counters use electronics to process particle detector pulses. In
order ...
LIVE-TIME COUNTING APPLICATION NOTE CPC-001 (US)
Basic Concentration Calculation Real-time single particle counters use electronics to process particle detector pulses. In order to turn the raw counts from a single-particle counter into a concentration, the following formula must be used: where: C
N Q t sample
C N Q tsample
= number concentration (particles per unit of volume) = number of pulses/particles counted in sample time t = flow rate through the sensing instrument = sampling time
(1)
Live Time and Dead Time For all single particle counting instruments there is a fraction of time during which the designed detector is occupied, and no other electronic signals can be processed. During this non-detecting time, additional particle events cannot be captured, so this time is not technically part of the sampling time of the aerosol. The non-detecting time is composed of two components: The dead time (tdead) is the time until another particle can trigger the detector. This can be measured using a high speed clock and accumulator. Since the electronic pulses are not perfect square waves, there is an additional portion of time when the electronics are not available due to overlapping tails of adjacent particle signals. This dead time factor ( ) is dependent on the specific pulse output and detection scheme of the particle counter, and is therefore instrument specific. A dead time factor is used to quantify this effect. In order to accurately represent the concentration of particles in the aerosol stream, the non-detecting time must be subtracted from the sample time, and the resulting live-time (tlive) should be used in the concentration calculations.
t live t sample (t dead )
tdead = dead time; time until a new particle can trigger the detector. τ = dead time factor; additional time electronics are not available due to pulse shape. tlive = live time; sampling time minus the electronic non-detecting time.
(2)
Live-Time Counting in the TSI CPCs and WCPCs Live-time electronics processing compensates for the finite time needed for signal processing and therefore increases the accuracy of the number concentration measurement. TSI’s line of research Condensation Particle Counters (Models 377x) and Water-Based Condensation Particle Counters (Models 378x) feature the use of live-time counting.1
Anecdotal Example: TSI 3790 CPC For each measurement time interval t (0.1 s), the accumulated dead time t dead is measured by the signal processor, using a high speed clock and accumulator. The dead time factor for the Model 3790 CPC was determined experimentally to be 1.9. The live time t live is calculated using equation (2) and represents the true measurement time within t . The true particle concentration is then calculated using equation (3). CD
N t N t V t live Q t t live
(3)
CD
N Q t live
(4)
CD
= number concentration using live-time electronics processing (particles per unit of volume) displayed by the CPC t = measured time interval (0.1 s for EECPC Model 3790) N = number of particles counted in time interval t V = volume measured during time interval t Q = flow rate through the sensing zone of the CPC (1 l/min for EECPC Model 3790)
t live = calculated live time during time interval t The live time decreases with increasing particle number concentration, therefore the effect of live-time electronics processing becomes more significant with increasing number concentration. When using live-time counting, number concentration is always higher than the concentration calculated using the standard sample time.
1
Requirements for vehicle certification measurements with CPCs in UN-ECE GRPE Regulation 83 allow for the use of live-time counting. Regulation 83 is based on the recommendations of the Particle Measurement Program (PMP); it is e.g. used for Euro 5 and Euro 6 certification testing.
Fig. 1: Counting efficiency of the EECPC Model 3790 using different electronic processing schemes. Figure 1 shows counting efficiency data from an EECPC Model 3790 using three different electronics processing schemes. No live-time represents data using the total sample time in the concentration calculation as detailed in equation (1). = 1 uses equation (3) to calculate concentration, and effectively uses no dead time factor. = 1.9 uses a dead time factor of 1.9 and is the default setting of the 3790 CPC. Note: Live-time electronics processing can be turned off using the firmware command “SCC,0”.
Coincidence Error and ‘Coincidence Correction’ Particle counting coincidence appears if a particle enters the particle detector’s sensing zone while the previous particle is still being processed. If this occurs, the CPC will not detect the actual particle; resulting in an underestimation of the particle number concentration. For randomly distributed particles, particle coincidence (two or more particles in the sensing zone of the particle detector) is typically described by Poisson statistics. The coincidence error increases with increasing number concentration. Live-time electronics processing does improve the accuracy of the particle counter when faced with coincidence events due to the use of the live-time in concentration calculations as opposed to the inputted sample time.
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