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Surface Mount Components
The SMD-A, -B and -F precision fixtures are designed for
testing all types of passiv e SMD components with body
sizes from 0402 to 1812 at frequencies from DC to
1.8 GHz. Their unique design minimizes stray capaci-
tance and residual inductance. A spring loaded clamp
seats components fir mly for accurate, consistent read-
ings. Models are available for attachment to all popular
meters.
High Frequency L Metering
The SMD-D fixture allows L, Z and SRF testing of
surface mount inductors at frequencies from DC to
6 GHz. The SMD-D accommodates body sizes from
0402 to 1812. It’s a 2-port 50 Ohm device that con-
nects to any network analyzer with 3.5 mm/SMA port
connectors.
Axial Lead Components
The AXL-A precision test fixture is particularly well
suited for testing tight tolerance RF fixed inductors. Built
to the same exacting specifications as our surface
mount fixtures, it ensures accurate, repeatable mea-
surements with most popular meters.
Radial Lead Components
The RDL-A test fixture measures L, Q and SRF of radial
leaded components. The fixture is a one-port measure-
ment de vice with a 7 mm connector that can accommo-
date 5, 7 and 10 mm components. This fixture is particu-
larly well suited to measure Coilcraft’s Unicoil and slot
bobbin molded inductors.
Document 126-1
Precision Test Fixtures
Specifications subject to change without notice. Document 126-1 Revised 8/12/02