smith chart वाक्य
उदाहरण वाक्य
मोबाइल
- The Smith chart is actually constructed on such a polar diagram.
- Programs often process this into more common forms like Smith charts.
- Optimal matching circuits can be designed for a particular system using Smith charts.
- Often these will be scaled as Smith Charts.
- The conversion may be read directly from the Smith chart or by substitution into the equation.
- The following table gives some similar examples of points which are plotted on the Z Smith chart.
- In terms of the reactance half-plane to the Smith chart used for impedance matching of transmission lines.
- An alternative method is to plot the VSWR and distance to the node ( in wavelengths ) on a Smith chart.
- The Smith chart scaling is designed in such a way that reflection coefficient can be converted to normalised impedance or vice versa.
- From this plot the DUT impedance ( normalised to " Z " 0 ) can be read directly off the Smith chart.
- Again these may either be obtained by calculation or using a Smith chart as shown, converting between the normalised impedance and normalised admittances planes.
- The circles are in complex units of reflection coefficient so may be drawn on impedance or admittance based Smith Charts normalised to the system impedance.
- Stub circuits can be designed using a Smith chart, a graphical tool which can determine what length line to use to obtain a desired reactance.
- Consequently, the plot of a Foster immittance function on a Smith chart must always travel around the chart in a clockwise direction with increasing frequency.
- The accuracy of the Smith chart is reduced for problems involving a large locus of impedances or admittances, although the scaling can be magnified for individual areas to accommodate these.
- Slotted lines can measure standing waves, wavelength, and, with some calculation or plotting on Smith charts, a number of other parameters including reflection coefficient and electrical impedance.
- As impedances and admittances change with frequency, problems using the Smith chart can only be solved manually using one frequency at a time, the result being represented by a locus.
- If the termination is perfectly matched, the reflection coefficient will be zero, represented effectively by a circle of zero radius or in fact a point at the centre of the Smith chart.
- For distributed components the effects on reflection coefficient and impedance of moving along the transmission line must be allowed for using the outer circumferential scale of the Smith chart which is calibrated in wavelengths.
- Again, if the termination is perfectly matched the reflection coefficient will be zero, represented by a'circle'of zero radius or in fact a point at the centre of the Smith chart.
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