Instrument - Soft X-ray Differential Mobility Analyzer in Negative Mode
Short name:
CARMA SMPS _ Number Distribution
Full name:
Soft X-ray Differential Mobility Analyzer in Negative Mode
What is being measured:
Particle size distribution
Sampling Protocol:
Online
Manufacturer:
Custom
Model:
Custom
Instrument year
:
Until Spring of 2019
Data recording software:
NI DAQ with Labview
Data analysis software:
Inversion in Matlab
Raw data time resolution:
0.5 Seconds
Analysis data averaging:
330 Seconds
Detection limit:
10nm-1um
Sensitivity to temperature (and correction method, if applicable):
:
Low
Sensitivity to relative humidity (and correction method, if applicable):
:
Low up to 40%, if humidity is too high, connect a dryer tube before the inlet, and correct the size based on reduced humidity
Sampling method:
Direct Sampling
Sample preparation method:
Sample residence time (chamber to instrument) (seconds):
13
Length of tubing (cm):
80
Instrument flow rate:
0.5 lpm
Tubing inner diameter:
1/4 inch
Tubing material:
Stainless Steel
Chemical identification method:
Data analysis method:
Data analysis is carried through data inversion based on finite element analysis of particle trajectories along the DMA column, Monte Carlo simulation of particle Brownian motion, and CPC RTD modeling described in Mai et al (I & II, 2018). The custom build Matlab software takes in the raw output from the instrument, and inverts it to particle size distribution.
Quantification method:
Calibration method:
Flow calibration is performed by fitting pressure transducer response current and flow measure from Gilibrator directly. Voltage calibration is performed by fitting HV source loop feedback current and multimeter measurement. Peaks are adjusted by sampling PSL (50nm, 150nm, 300nm, 500nm) directly into the instrument.
Calibration drift estimate:
Low (on the order of weeks)
Calibration schedule:
As Needed
Uncertainty estimation method:
The uncertainty of data acquisition is low, and the uncertainty of data analysis mainly lies to the larger end of a size distribution. The uncertainty is estimated by comparing the original tail and adjusted tail (fitting normal distribution)
Known interferences:
Link to supplemental information:
https://www.tandfonline.com/doi/abs/10.1080/02786826.2018.1528005
https://www.tandfonline.com/doi/abs/10.1080/02786826.2018.1528006
Additional notes:
Measurement uncertainty:
10%
Measurement units:
Dp (nm)