Definition
The ROB Number is a system of rating the relative resistance to blockage of safety screens. It was developed to minimize the guesswork and expensive testing previously employed in screen selection.
The ROB Number helps system designers choose the optimum screen for their conditions relative to other available screen options. It is not used to predict absolute screen life.
The ROB Number system is based on the following assumptions:
A fluid contamination level per MIL-STD-1246 Class 200 was chosen as the basis of comparison with the ROB Number and is defined as the following:
Where:
n = 10(4.9029 – 0.926 log2d)
d = Hole size (μ)
N = Number of holes in a screen
A master screen of ROB = 1 is, therefore, defined as having 1000 holes — all 100 μ in size.
Table A, shown below, lists the ROB Number for single holes of a given diameter.
To determine the ROB Number for a screen, multiply the single hole value by the number of holes in the screen:
HOLE SIZE | SINGLE ORIFICE ROB Number |
|
Inch | Micron | |
0.0010 | 25 | 0.0000133 |
0.0015 | 30 | 0.0000408 |
0.0020 | 51 | 0.0000979 |
0.0025 | 64 | 0.000202 |
0.0030 | 76 | 0.000376 |
0.0035 | 89 | 0.000650 |
0.0040 | 102 | 0.00106 |
0.0045 | 114 | 0.00165 |
0.0050 | 127 | 0.00248 |
0.0055 | 140 | 0.00361 |
0.0060 | 152 | 0.00511 |
0.0065 | 165 | 0.0079 |
0.0070 | 178 | 0.00963 |
0.0075 | 191 | 0.0129 |
0.0080 | 203 | 0.0169 |
0.0085 | 216 | 0.0220 |
0.0090 | 229 | 0.0281 |
0.0095 | 241 | 0.0357 |
0.010 | 254 | 0.0448 |
0.011 | 279 | 0.0687 |
0.012 | 305 | 0.1023 |
0.013 | 330 | 0.1482 |
0.014 | 356 | 0.210 |
0.015 | 381 | 0.291 |
0.016 | 406 | 0.397 |
0.017 | 432 | 0.533 |
0.018 | 457 | 0.706 |
0.019 | 483 | 0.922 |
0.020 | 508 | 1.19 |
0.021 | 533 | 1.52 |
0.022 | 559 | 1.93 |
0.023 | 584 | 2.42 |
0.024 | 610 | 3.01 |
0.025 | 635 | 3.72 |
0.026 | 660 | 4.56 |
0.027 | 686 | 5.56 |
0.028 | 711 | 6.73 |
0.029 | 737 | 8.10 |
0.030 | 762 | 9.71 |
0.031 | 787 | 11.6 |
0.032 | 813 | 13.7 |
0.033 | 838 | 16.2 |
0.034 | 864 | 19.1 |
0.035 | 889 | 22.3 |
0.036 | 914 | 26.0 |
0.037 | 940 | 30.3 |
0.038 | 965 | 35.1 |
0.039 | 991 | 40.5 |
0.040 | 1016 | 46.6 |
0.041 | 1041 | 53.5 |
0.042 | 1067 | 61.2 |
0.043 | 1092 | 69.9 |
0.044 | 1118 | 79.5 |
0.045 | 1143 | 90.3 |
0.046 | 1168 | 102 |
0.047 | 1194 | 116 |
0.048 | 1219 | 130 |
0.049 | 1245 | 147 |
0.050 | 1270 | 165 |
0.051 | 1295 | 185 |
The screen safety factor is defined as the ratio of the screen ROB Number to the ROB Number of the orifice it is protecting. It is recommended to choose a screen that provides the highest practical safety factor. The following is an example of selecting the proper screen:
EXAMPLE: Which of the following two safety screens is the better choice to protect a 0.030″ diameter orifice: screen 1, a 0.008″ hole sized screen with 850 holes, or screen 2, a 0.015″ hole sized screen with 450 holes?
SOLUTION: Table A indicates that a single orifice of 0.030” diameters has a ROB Number of 9.7. Table B shows that screen 1 has a safety factor of 1.5 (screen ROB Number 14.4/orifice ROB Number 9.7) while screen 2, with a safety factor of 13.5 (screen ROB Number 131/orifice ROB Number 9.7), is the better choice.
HOLE SIZE | NUMBER OF HOLES | ROB NUMBER | SAFETY FACTOR | ||
(in) | (µ) | ||||
Orifice | 0.030 | 762 | 1 | 9.7 | 1 |
Screen 1 | 0.008 | 203 | 850 | 14.4 | 1.5 |
Screen 2 | 0.015 | 381 | 450 | 131 | 13.5 |
Always verify flow calculations by experiment.
*There are many parameters to consider when determining V-Factor. Click here for more information.