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HDS2061M-N
Handheld Digital Storage Oscilloscope
+Performance Specifications
+ 2 in 1 (DSO + Multimeter)
+ Auto-scale function
+ FFT function
+ 20 group automatic measurement options
+ Bandwidth : 60MHz
+ USB data transmission supported
+ Rechargeable Li-ion battery
+ Waveform record andreplay
+ Multimeter newly supported SCPI
+Multimeter Specifications
Specifications subject to change without prior notice.
+Application
electronic circuit debugging circuit testing design and manufacture
education and training automobile maintenance and testing
+Accessories The accessories subject to final delivery.
Power Cord CD Rom USB Probe Probe Adjust Multimeter Lead
3
3 4 digit (max 4000-count)
VDC : 400mV, 4V, 40V, 400V, 1000V : ±(1% ± 1 digit); max input : DC 1000V
VAC : 4V, 40V, 400V : ±(1% ± 3 digits), 750V : ±(2% ± 3 digits); Frequency : 40Hz - 400Hz;
max input : AC 750V (virtual value)
DC : 40mA, 400mA : ±(1.5% ± 1 digit), 20A : ±(3% ± 3 digits)
AC : 40mA : ±(1.5% ± 3 digits), 400mA : ±(2% ± 1 digit), 20A : ±(5% ± 3 digits)
400Ω : ±(1% ± 3 digits), 40ΚΩ - 4ΜΩ : ±(1% ± 1 digit), 40MΩ : ±(1.5% ± 3 digits)
51.2nF - 100uF : ±(3% ± 3 digits)
5ns/div~100s/div, step by 1~2.5~5
Rise Time (at input, typical)
3.7 inch color display with TFT panel (640 × 480 pixels, 65535 colors)
1MΩ ± 2%, in parallel with 20pF ± 5pF
max 6K points on each channel
average >16 : ±(5% reading + 0.05div) for △V
5mV/div~5V/div (at input)
Vertical Resolution (A/D)
8 bits (2 channels simultaneously )
400V (PK - PK) (DC + AC, PK - PK, 1MΩ input impedance, probe attenuation 10 : 1), CAT II
±6 divisions from screen center
Sample, Peak Detect, and Average
Vpp, Vavg, Vrms, Freq ,Period, Vmax, Vmin, Vtop, Vbase, Vamp, Overshoot,
Pre-shoot, Rise Time, Fall Time, +Width, -Width, +Duty, -Duty, Delay A→B , Delay A→B