| 1. | They have identical transfer functions but their image impedances are different.
|
| 2. | These have identical transfer functions to each other but different image impedances.
|
| 3. | Designating this half-section image impedance as " Z"
|
| 4. | The other port will present a new image impedance.
|
| 5. | These are normally required to be resistive but the image impedance will be complex.
|
| 6. | The two transformations have equivalent transfer functions but different image impedances and circuit topology.
|
| 7. | The starting point here is the image impedances of the L section in figure 2.
|
| 8. | The image impedance is then given by,
|
| 9. | Filters designed using the image impedance methodology suffer from a peculiar flaw in the theory.
|
| 10. | From the general formula for image impedance, the additional impedance required can be shown to be
|
मोबाइल