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Available on Tape and
Reel For Pick and Place
Manufacturing.
Rev. C
Typical Performance: 500 MHz to 2500 MHz
Return Loss
-70
-60
-50
-40
-30
-20
-10
0
500 1000 1500 2000 2500
Frequency [MHz]
Return Loss [dB]
Insertion Loss
-10
-8
-6
-4
-2
0
500 1000 1500 2000 2500
Frequency [MHz]
Insertion Loss [dB]
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:
XDL21-8-140 Mounting Footprint
Dimensions are in Inches [Millimeters]
2X 50
Transmission
Line
2X .076 SQ
[1.93]
To insure proper electrical and thermal performance
there must be a ground plane with 100%
solder connection underneath the part
2X Ø.116
[2.95]
.869
[22.06]
.848
[21.54]
.889
[22.58]
Multiple
plated thru holes
to ground
2X .037
[0.94]
2X .037
[0.94]
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.