Homer Hot Measurement and Tuning System - S-TEAM Lab
Homer Hot Measurement and Tuning System - S-TEAM Lab
Homer Hot Measurement and Tuning System - S-TEAM Lab
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To position display windows otherwise than dragging them individually, use functions grouped in the submenu of<br />
Window|Arrange menu item.<br />
NOTE: In HomTool servicing version of HomSoft, clicking the Window|Arrange|Cascade menu item or the<br />
equivalent button causes all windows to assume a predefined arrangement.<br />
To close a display window:<br />
Click the st<strong>and</strong>ard closing button. To close all display windows en bloc, click Window|Close All menu item.<br />
When you close all display windows <strong>and</strong> then terminate the program, one display window with default settings will<br />
open on program restart.<br />
Display Window-Related Menu<br />
Each display window has its own menu, which is, however, merged with the main program menu. The menu items<br />
are<br />
Display, Scale, Trace, Chart<br />
Settings using these menus affect only the currently active display window.<br />
Display<br />
Display menu serves for selecting format <strong>and</strong>, if applicable, units in which results will be shown. Available formats<br />
are:<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
<br />
Mag: Linear reflection coefficient magnitude M = ||. Available units:<br />
- None Magnitude between zero (perfect match) <strong>and</strong> 1 (total reflection)<br />
- % Percent: Magnitude between 0% (perfect match) <strong>and</strong> 100% (total reflection)<br />
- mU Milliunits: Magnitude between 0 mU (perfect match) <strong>and</strong> 1000 mU (total reflection)<br />
LogMag: Logarithmic reflection coefficient magnitude L = 20 log(M) expressed in decibels (dB). Perfect match<br />
corresponds to L = -, total reflection to L = 0 dB.<br />
Note that return loss R is negative of LogMag: R = –L.<br />
VSWR: Voltage st<strong>and</strong>ing wave ratio V = (1+M)/(1–M)<br />
Phase: Phase of reflection coefficient in degrees<br />
Polar: Polar diagram, displaying reflection coefficient as a vector in complex plane<br />
Z-Smith: Impedance Smith chart, mapping complex reflection coefficient to normalized impedance<br />
z = (1+)/(1–)<br />
Y-Smith: Admittance Smith chart, mapping complex reflection coefficient to normalized admittance<br />
y = 1/z = (1–)/(1+)<br />
Oven: An alternative form of polar diagram, rotated counter-clockwise by 90 o <strong>and</strong> showing circles of constant<br />
VSWR. This form is often used for plotting Rieke diagrams of magnetrons.<br />
Power: Incident, reflected <strong>and</strong> absorbed power in linear scale. Available units:<br />
- uW microwatts<br />
- mW milliwatts<br />
- W watts<br />
- kW kilowatts<br />
LogPower: Incident, reflected <strong>and</strong> absorbed power in logarithmic scale. Available units:<br />
- dBm decibels relative to P 0 = 1 mW<br />
- dBW decibels relative to P 0 = 1 W<br />
- dBkW decibels relative to P 0 = 1 kW<br />
LogPower (L P ) is related to linear power P by L P = 10 log(P/P 0 )<br />
User's H<strong>and</strong>book <strong>Homer</strong> <strong>Hot</strong> <strong>Measurement</strong> <strong>and</strong> <strong>Tuning</strong> <strong>System</strong> Software Operation 35