МВт MOS-620CH 20 МГц двухканальный обучения осциллограф 0.2uS ~ 0.5S/DIV Время развертки двойной трассировки
- Категория: Oscilloscopes >>>
- Поставщик: Shenzhen,Kuaiqu,Electronic,Co.,Ltd.
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Описание и отзывы
Трекер стоимости
| Месяц | Минимальная цена | Макс. стоимость |
|---|---|---|
| Sep-16-2025 | 0.53 $* | 0.58 $* |
| Aug-16-2025 | 0.48 $* | 0.63 $* |
| Jul-16-2025 | 0.83 $* | 0.78 $* |
| Jun-16-2025 | 0.5 $* | 0.11 $* |
| May-16-2025 | 0.37 $* | 0.77 $* |
| Apr-16-2025 | 0.64 $* | 0.47 $* |
| Mar-16-2025 | 0.54 $* | 0.20 $* |
| Feb-16-2025 | 0.72 $* | 0.30 $* |
| Jan-16-2025 | 0.10 $* | 0.18 $* |
Характеристики
MOS-620CH 20MHz Dual Channel Teaching Oscilloscop 0.2uS~0.5S/DIV Sweep Time Dual Trace Analog Oscilloscope
Product Information
Dual Channel 20MHz/40MHz/50MHz
High brightness, internal scale oscilloscope
Closed attenuation switch is durable
Scan extension × 10 function
TV sync, X-Y mode
ALT trigger function, measurable two-way uncorrelated signal
Technology Parameter
| Type | 20MHz oscilloscope | 40MHz oscilloscope |
| Sensitivity | MOS-620CH/620CF | MOS-640CH/640CF |
| Precision Fine tuning sensitivity | ≤±3% 1/2.5 or less than panel indicator scale | |
| Bandwidth | DC~20MHz | DC~40MHz |
| Ac coupling: less than 10Hz(for 100KHz 8DIV FRF -3dB) | ||
| Rise time | 17.5nS | 8.75nS |
| The input impedance | 1MΩ/25pF | |
| DC balanced movement | 5mV~5V/DIV: ±0.5DIV, | |
| Linear | When the waveform moves vertically in the center of the lattice, the amplitude (2DIV) varies <±0.1DIV | |
| Vertical mode | CH1 1 CH2 2 DUAL:Channel 1 and 2 are displayed simultaneously with the channel. Any scanning speed can be ADD:Channel 1, 2 plus channel algebraically | |
| Intermittent repetition frequency | 250KHz | |
| Input Coupling | AC GND DC 400V(DC+AC Peak) (AC: frequency ≤1KHz) The maximum effective readout value when the probe is set at 1:1 is 40Vpp(14Vrms Maximum effective readout value when probe is set at 10:1 is 400Vpp(140Vrms) | |
| Maximum Input Voltage | ||
| CMRR | >50:1 at 50KHz sinusoidal wave (set the sensitivity of CH1 and CH2 at the same condition) | |
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