33521A-002 AGILENT TECHNOLOGIES, 33521A-002 Datasheet - Page 4
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33521A-002
Manufacturer Part Number
33521A-002
Description
WAVEFORM GENERATOR ARB / FUNCTION, 30MHZ
Manufacturer
AGILENT TECHNOLOGIES
Datasheet
1.33522A-002.pdf
(12 pages)
Specifications of 33521A-002
Signal Generator Type
ARB / Function
Bandwidth
30MHz
Modulation Type
AM, FM, PM, FSK, BPSK, PWM, Sum (carrier + Modulation)
External Height
103.8mm
External Width
261.1mm
Lead Free Status / RoHS Status
na
Waveform characteristics, continued
Arbitrary waveform characteristics
General
Waveform length
Sample rate
Voltage resolution
Bandwidth (-3 dB, nom)
Rise and fall time
Settling time (typ)
Jitter (typ)
Square & pulse
Frequency range
Rise and fall times (nom)
Overshoot (typ)
Duty cycle
Pulse width
Jitter (cycle-to-cycle, typ)
Built-in arbitrary
Ramp & triangle
Frequency range
Ramp symmetry
Nonlinearity (typ)
Gaussian noise
Bandwidth (typ)
Crest factor (nom)
Repetition period
Pseudorandom binary sequence (PRBS)
Bit rate
Sequence length
Rise and fall times (nom)
8 Sa to 1 MSa (16 MSa with Option 002) in increments of 1 sample
1 µSa/s to 250 MSa/s, 1 µSa/s resolution
16 bits
Filter Off: 40 MHz
“Normal” Filter On: 0.27 x (Sample Rate)
“Step” Filter On: 0.13 x (Sample Rate)
0.35 / Bandwidth (10 ns min) with "Normal" or "Step" filter On
< 200 ns to 0.5% of final value
Filter Off:
“Normal” or “Step” filter On:
1 µHz to 30 MHz, 1 µHz resolution
Square: 8.4 ns, fixed
Pulse: 8.4 ns to 1 µs, independently variable, 100-ps or 3-digit resolution
< 2%
0.01% to 99.99%
16 ns minimum, 100-ps resolution
< 40 ps rms
Cardiac, exponential fall, exponential rise, Gaussian pulse,
Haversine, Lorentz, D-Lorentz, negative ramp, sinc
1 µHz to 200 kHz, 1 µHz resolution
0.0% to 100.0%, 0.1% resolution
(0% is negative ramp, 100% is positive ramp, 50% is Triangle)
< 0.05% from 5% to 95% of the signal amplitude
1 mHz to 30 MHz, variable
4.6
> 50 years
1 mbps to 50 Mbps, 1 mbps resolution
2
8.4 ns to 1 µs, variable, 100-ps or 3-digit resolution
m-1
, m=7, 9, 11, 15, 20, 23
< 40 ps rms
8
4
< 5 ps