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The sample used for this demonstration shows an optimum setting for measurement with a sensitivity of 85%, before the maximum slope of the sensitivity curve (Figure 2). The brightness, the min/max values were chosen as recommended in the protocol. A concentration of 5.3 particles/ml x 106 was measured, while the mean size of the particles was 0.149 µm, most of them were 0.137 µm.
The values received after measurement can be saved in a report with a file format of .pdf or as a .txt for exporting into a database. The graph can be adjusted as preferred as described in the protocol (section 4). The video sequence is also saved and can be used for later off-line re-analysis. However, in such an off-line analysis, the pre-acquisition settings of the camera cannot be changed retrospectively.
In order to find the optimum parameter settings for a measurement, we here describe the optimization of the instrument settings on the example of a 100 nm polystyrene size standard. The influence of two parameters, sensitivity and min/max size on video image and particle size distribution is discussed in detail. All other parameters are summarized in Table 1.
A visual impression of the impact of sensitivity (ranging from 50 to 94) on analog and digital images is visualized in Figure 3. The quantitative information derived from the images is presented in Figure 4, based on the settings in Table 1, Min Size = 5 and Max Size = 200. A typical relationship of the number of detected particles vs. sensitivity is shown in Figure 4A. Between 50 and 90, the number of detected particles increased with sensitivity and rose dramatically for sensitivities >90. An optimum range of sensitivity was found between 66 and 86 (A). Particle size distributions obtained with different sensitivity settings are shown in Figure 4B. The particle size distributions represent the mean of three individual measurements. For too low a sensitivity (sensitivity = 62, red curve) only a few particles were analyzed resulting in rather poor statistics. The number of analyzed particles increased with sensitivity and reached an optimum between 70 (yellow curve) and 86 (tan curve). Further increasing the sensitivity lead to a deterioration of the particle size distribution with the number of particles dropping and size distribution shifting towards smaller sizes (sensitivity = 94, blue curve). Figure 4C shows the trend of the number based x50 diameter (50% of particles are smaller than this diameter) as a function of sensitivity. In the beige interval, the RSD of particle size was less than 8% and corresponds to the optimal interval in A. The red regions indicate RSD > 8% as a result of poor statistics (sensitivity too low) or broad distributions with shift to smaller sizes (sensitivity too high).
The settings of Min Size and Max Size are filters applied to digital images in order to remove particles with spot sizes smaller than Min Size and larger than Max Size. Due to the ability to scatter light, a particle creates a spot of a certain size on a digital image. The size of the spot is measured as a number of pixels (px). When a particle scatters light very well (e.g., particles > 200 nm or aggregates), the spot size is quite large, e.g., > 500 px. The spot size is quite small (e.g., < 10 px) for small particles (e.g., < 20 nm) depending on the particle material. Spot size (px) may not be interchanged with particle size (nm) as they are not identical and there is no direct relationship between these two variables. An optimization of Min and Max Size allows the user to filter out unwanted objects such as agglomerates (Max Size) or small objects such as background noise (Min Size). The influence of Min/Max Size on the particle size distribution of a 100 nm size standard is shown in Figure 4D (sensitivity = 82). When the interval is set to small spot sizes (e.g., min = 1, max = 52; orange curve), the number of analyzed particles is reduced and the number based x50 diameter is slightly shifted towards smaller sizes. A setting for larger spots (min = 40, max = 1,000; red curve) results in a broad particle size distribution shifted towards larger sizes. In order to obtain equal total numbers of particles, the interval boundaries of both orange and red distributions were adjusted to match 80 particles. The distribution with optimal settings (min = 5, max = 200; tan curve) consists of 360 particles.
A series of successful experiments were performed with exosomes isolated by ultracentrifugation and measured by NTA using the presented system. The resulting data were highly consistent and confirmed a high level of reproducibility. Other isolation methods should show similar results. However, the dilution step was identified as a particularly critical step and its impact on the calculated total numbers of particles has to be re-evaluated.

Figure 1. Schematic of the setup of the NTA. The microscope / video axis and laser beam are orientated orthogonally to each other, crossing at the cell channel cross section. Light scattered by the particles is displayed in the “live-view” window of the software. Please click here to view a larger version of this figure.

Figure 2. Number of particles vs. sensitivity curve. The number of particles vs. sensitivity curve displays the particles in one position at one moment during an automatic sensitivity scan. This graphical visualization is used to determine the best preferences for the initial measurements. A sensitivity value is chosen prior to the maximum slope of the graph. It is important to remember that artifacts are not eliminated in this test experiment and can affect the graph. Please click here to view a larger version of this figure.

Figure 3. Impact of sensitivity on analog and digital image. Visualization of particles on the live view screen is displayed for sensitivities between 50 and 94 for both analog (top row) and digital (bottom row) views. When the sensitivity is too low, only a few particles are detected (left). At optimum sensitivity the particles appear as single dots well isolated from each other (middle). At a comparatively high sensitivity particles merge together leading to poor image quality (right). Please click here to view a larger version of this figure.

Figure 4. Influence of sensitivity min and max size settings for a control 100 nm polystyrene particle sample. (A) Plot of sensitivity versus detected number of particles; the optimal interval is from 66 to 86, prior to the maximum slope of the curve. (B) Particle size distributions obtained with several sensitivity settings (62 to 94); graphs for too low (62) or too high (94) sensitivity do not capture the particle size distribution for the 100 nm polystyrene control sample. (C) Number based x50 diameter versus sensitivity; the error of x50 in the beige interval is less than 8%, optimal interval is from 66 to 86. (D) Impact of Min and Max Size on the particle size distribution; optimal parameters (min = 5 and max = 200) capture the correct distribution for the control sample. Please click here to view a larger version of this figure.
| Pre-acquisition parameters |
| Sensitivity | variable |
| Shutter | 40 |
| Frame rate | 30 fps |
| Resolution | High |
| Cycles | 10 |
| Multiple Acquisitions | 3 |
| Position | 1 |
| Post-acquisition parameters |
| Min Brightness | 30 |
| Max Size | variable |
| Min Size | variable |
Table 1. Summary of pre- and post-acquisition parameters for setting of the particle tracking instrument.