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Available on Tape and
Reel For Pick and Place
Manufacturing.
Rev B
Typical Performance: 875 to 2175MHz
AVERAGE DELAY
The average delay is defined as the group delay of the input signal through the delay line. The lot-to-lot variation is
reflected in the plus/minus tolerance given in specifications.
Refer to Anaren Application Note AAN-232 for further information on Xinger delay lines.
Mounting Guidelines:
XDL21-3-050 Mounting Footprint
Dimensions are in Inches [Millimeters]
To ensure proper electrical and thermal performance
there must be a ground plane with 100%
solder connection underneath the part
.848
[21.54]
4X .037
[0.94]
Multiple
plated thru holes
to ground
.848
[21.54]
4X .076 SQ
[1.93]
2X 50
Transmission
Line
In order for Xinger surface mount delay lines to work
optimally, there must be 50Ω transmission lines leading to
and from all of the RF ports. Also, there must be a very
good ground plane under the part with a number of plated
thru holes to ensure proper electrical performance. If any
of these conditions are not satisfied, insertion loss,
average delay and VSWR may not meet published
specifications.
When a surface mount delay line is mounted to a printed
circuit board (PCB), the primary concerns are; insuring
the RF pads of the device are in contact with the circuit
trace of the PCB and the ground plane of neither the
component nor the PCB are in contact with the RF signal.
An example of how
the PCB footprint could look is shown
below. In particular designs, the 50Ω lines need to be
adjusted to the unique dielectric coefficients and
thicknesses as well as varying pick and place equipment
tolerances.
Insertion Loss
-3
-2.5
-2
-1.5
-1
-0.5
0
875 975 1075 1175 1275 1375 1475 1575 1675 1775 1875 1975 2075 2175
Frequency [MHz]
Insertion Loss [dB]
Return Loss
-60
-50
-40
-30
-20
-10
0
875 975 1075 1175 1275 1375 1475 1575 1675 1775 1875 1975 2075 2175
Frequency [MHz]
Return Loss [dB]