Figure 4 Sample Clauses
Figure 4. 16-bit Stack Frame on 32-bit Stack
Figure 4. Coordinates of the center of the two batteries ventilation holes (per battery pack). These coordinates are given with reference to the S/C coordinate system origin located at the center of the S/C separation plane (X, Y, Z) : A= 1042.425 , -857.5 , -145.75 B= 1042.425 , 857.5 , -145.75 D= -1042.425, -857.5, -145.75 C= -1042.425, 857.5, -145.75 Frequency (MHz) E_Field (dBmV/m) The susceptibility level is at equipment surface. To evaluate the effect of the launcher radiated field on the L/V onto S/C TC receivers, the launcher radiation level at S/C separation plane region must be attenuated by 33 dB to account for the presence of S/C structures and MLI and the location of the TC receivers inside the S/C. INMARSAT-4 radiated emissions (TM emitters OFF)
Figure 4. 2.4 a) Schemes adopted in the numerical analyses performed by Xxxxxxx et al., 2008; b)
Figure 4. 3: (a) Observation and (b) schematic representation of the buildup of one fringe (m = 1) on the mirror under slow-scan imaging. The 6 bright spots (numbered) are a result of off-axis injection into a N = 6 degenerate cavity. The ellipses are formed by light that is scattered out of the six hit points into periodic orbits. Only the ellipses that interfere constructively after one round-trip (total path length equals λ ) are visible. The turning points of the scatter ellipses are observed as the fringe (dotted circle), which has a diameter of 1 cm.
Figure 4. 2 Restriction, matching and exclusion process for selection of intervention and control villages (1), and timeline for study rounds and outcome data collection (2) 47 Figure 5.1 Profile of the study population across four rounds of data collection. The total number of individuals included at each stage of enrollment, follow-up and analysis are on the left in the intervention and control columns. The subset of the total population that is under 5 years is in right in dashed boxes 66 Figure 6.1 Environmental sample observations by sample type and assay across the four study rounds 94
Figure 4. 2 below shows the major existing developments at the surroundings of the Project Area within the Study Area. The heights (in mPD) of the developments are also listed. Project Area 1. Project Area (proposed 110mPD), currently Hong Kong School of Motoring (~9.6mPD) 2. Horizon Plaza (110.5mPD), Electric Tower (118.3mPD) Ap Xxx Xxxx Industrial Estate Station Building (27.6mPD)
Figure 4. Figure 5. Participants
Figure 4. Unified Modeling Language (UML): Sequence Diagram. Yellow titles indicate passage of time from left to right. Top layer (User Interface, Server, and Output) match three-tiered system as described in methods section. Second layer indicates phases of the device that the user accesses. The ‘GUI’ is the graphical user interface that displays data input fields, instructions, and a link to the original model. ‘Data Validation’ indicates step in sequence that screens for accurate formatting of data required to run in the formulae. ‘Xxxxxxxx Model’ indicates the copy/pasted code provided by X. Xxxxxxxx. ‘Certainty %’ is a calculation that indicates the percentage certainty that <1% of the population has loiasis at > 20,000 mf/ml. ‘Final Output’ indicates with visual images whether the Xxxxxxxx model determined the village to be > 95% certain that less than 1% of the village has loiasis (Green Thumbs up – or safe to treat ivermectin), or < 95 % (Red Thumbs Down – recommend to test and treat the village). Arrows and white blocks with text beneath yellow titles indicate logical sequence of events as experienced by the user. The illustration utilized xxxxxxxx.xxx for sequence diagram template (accessed April 10, 2017).
Figure 4. 10: Schematic representation of a ray with a length L connecting the hit points P1 and P2 in a frequency-degenerate two-mirror resonator with a cavity length L0. — axis cavity length of the frequency-degenerate cavity is L0 = Lres/R = 1 cos(θ0/2), where θ0 = 2πK/N is the round-trip Gouy phase. The (horizontal) distance between the hit points on the mirror and the reference plane is denoted δ . The length of the ray connecting P1 and P2 is given by (L0 — δ1 — δ2) + (x2 — x1) = (L0 — δ1 — δ2) q 2 2 s x2 — x1 2 L0 — δ1 — δ2 1 +
Figure 4. What kind of learning information do you wish to know about your children? (Score, localisation …)? Figure 5: What disabilities should Beaconing provide support for? Figure 6: What could be the main security issues?