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HMC1061LC5TR-R5 Scheda tecnica(PDF) 12 Page - Analog Devices

Il numero della parte HMC1061LC5TR-R5
Spiegazioni elettronici  DC to 18 GHz, Ultra Wideband, Dual Rank, 4 GSPS Track-and-Hold Amplifier
PDF  18 Pages
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Produttore elettronici  AD [Analog Devices]
Homepage  http://www.analog.com
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HMC1061LC5TR-R5 Scheda tecnica(HTML) 12 Page - Analog Devices

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HMC1061LC5
Data Sheet
Rev. B | Page 12 of 18
TERMINOLOGY
Aperture Delay
Aperture delay is the exact sample time relative to the time that
the hold command is applied to the device. Aperture delay is
the difference between the delay of the clock switching transition
to the hold node and the input signal group delay to the hold
node. If the input signal group delay to the hold node exceeds
the clock delay, this value is negative.
Aperture Jitter
Aperture jitter is the standard deviation of the sample instant in
time.
Acquisition Time
Acquisition time is the interval between the internal hold-to-
track transition and the time at which the hold node signal is
tracking the input signal within a specified accuracy. Acquisition
time does not include the pipeline delay of the clock buffer.
Differential Pedestal
Differential pedestal is a component in the sample value caused
by charge redistribution in the track-and-hold switch during
the sampling transition. In general, the pedestal can consist of
three components: a fixed offset, a component that is linearly
related to input signal amplitude, and a component that is
nonlinearly related to input signal amplitude. The majority of
the pedestal is usually linear. The value of the pedestal (P) can
be approximated by
P = PO + PLIN × VIN
where:
PO is the fixed pedestal component.
PLIN is the linear pedestal component.
VIN is the sampled signal level.
Differential Droop Rate
Differential droop rate is the slow drift in the differential output
voltage of a held sample while the track-and-hold amplifier is in
hold mode. Differential droop rate is typically caused by current
leakage on the hold capacitors and corresponds to a decay in the
held voltage with increasing time. The droop can be approximated
as the sum of a fixed component and a component that is linearly
related to the held sample voltage. The total droop (D) can be
approximated by
D = DO + DLIN × VIN
where:
DO is the fixed component.
DLIN is the linear droop constant.
VIN is the sampled signal level.
The sign of DO tends to be random so that only the magnitude
is specified. Because the droop is mostly linear, it causes little
nonlinearity.
Feedthrough Rejection
Feedthrough rejection is the measure of the off state (hold mode)
isolation of the track-and-hold internal switch. Feedthrough
rejection is defined as the ratio of the amplitude of the output
signal (for a sinusoidal input) feeding through during the hold
mode to the amplitude of the output signal during track mode.
Normalization by the track mode signal gives the true switch
isolation without the effects of the output amplifier bandwidth
limiting.
Full-Scale Range
Full-scale range is the voltage range between the minimum and
maximum signal levels that can be handled by the track-and-
hold amplifier while still meeting the device specifications.
Sampling Bandwidth
Sampling bandwidth is the −3 dB bandwidth of the sampled signal
levels and is represented by the held sample amplitudes. It includes
both the bandwidth of the transfer function from the signal input
to the hold node and any band limiting effects associated with
the finite time duration of the sampling aperture.
Settling Time
Settling time is the interval between the internal track hold
transition and the time at which the held output signal is settled
to within a specified accuracy. It does not include the pipeline
delay of the clock buffer and does include the group delay of the
output amplifier.
Spurious Free Dynamic Range (SFDR)
SFDR is the ratio (usually expressed in dB) between the sinu-
soidal output signal amplitude and the amplitude of the largest
non-linearity product falling within one Nyquist bandwidth. It
may be specified for both full-scale input and some fraction(s)
of full-scale input. A SFDR based only on second-order nonlinear
products is referred to as the second-order SFDR (SFDR2). A
SFDR based only on third-order products is referred to as the
third-order SFDR (SFDR3).
Total Harmonic Distortion (THD)
THD is the ratio of the total power in the nonlinearity generated
harmonics and harmonic (measured in one Nyquist band) to
the output signal power.



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