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WaveAce 100 and 200 Oscilloscopes Fact Sheet
Ordering Information
Standard Configuration
One passive probe per channel – 10x/1x Switchable
Getting Started Manual
EasyScope PC Software
USB Cable
Calibration and Performance
Verification Certificate
3-year Warranty
Protective Front Cover (4 channel models only)
Multi-language User Interface
Power Cord
Recommended Probes
Differential
AP031 700 V, 15 MHz High-Voltage Differential
Probe (÷10, ÷100)
High-Voltage
PPE1.2KV 10:1/100:1 200/300 MHz 50 MΩ High-Voltage
Probe 600 V/1.2 kV Max. Volt. DC
PPE2KV 100:1 400 MHz 50 MΩ 2 kV High-Voltage Probe
PPE4KV 100:1 400 MHz 50 MΩ 4 kV High-Voltage Probe
PPE5KV 1000:1 400 MHz 50 MΩ 5 kV High-Voltage Probe
PPE6KV 1000:1 400 MHz 50 MΩ 6 kV High-Voltage Probe
PPE20KV 1000:1 100 MHz 50 MΩ High-Voltage Probe 20 kV
Max. Volt. DC + 40 kVPeak AC
Pass/Fail mask testing can quickly
identify problems.
Capture and replay a sequence of up
to 2500 waveforms to isolate that runt
or glitch which is causing problems in
your system.
32 parameters for making vertical,
horizontal and delay measurements.
Excellent Performance
– 40, 60, 100, and 200 MHz bandwidths
– 2 GS/s maximum sample rate
– Up to 10 kpts/Ch memory, 20 kpts interleaved
Great Connectivity
– USB host port for mass storage
– USB device port for printing and PC control
– LAN port on 4 channel models for fast
data transfer
Smart Capabilities
– Averaging, Peak Detect and Equivalent
Time modes
– Advanced Triggering
– Digital Filtering
– Built-in Help
– Multi-Language User Interface
WaveAce-Fact-Sheet-16jan14
Model Bandwidth Channel Memory
(per Ch / interleaved)
Sample Rate
(per Ch / interleaved)
WaveAce 101 40 MHz 2 4 kpts 250 MS/s / 500 MS/s
WaveAce 102 60 MHz 2 4 kpts 250 MS/s / 500 MS/s
WaveAce 202 60 MHz 2 9 kpts / 18 kpts 1 GS/s
WaveAce 204 60 MHz 4 10 kpts / 20 kpts 1 GS/s
WaveAce 212 100 MHz 2 9 kpts / 18 kpts 1 GS/s
WaveAce 214 100 MHz 4 10 kpts / 20 kpts 1 GS/s
WaveAce 222 200 MHz 2 9 kpts / 18 kpts 1 GS/s / 2 GS/s
WaveAce 224 200 MHz 4 10 kpts / 20 kpts 1 GS/s / 2 GS/s