Экспериментальные данные Эксперимент №1 Зависимость тока катода от потенциала модулятора при наилучшей фокусировке пучка и двух значениях UA2. Экспериментальные данные занесены в таблицу 2.1
Таблица 2.1 – Зависимость тока катода и тока луча от потенциала модулятора UА2 = 800 B
| UА2 = 1600 B
| Uмод, В
| Iк, мкА
| Uмод, В
| Iк, мкА
| 0
| 62.5
| 0
| 176.77
| -4
| 48.11
| -4
| 155.99
| -8
| 35.04
| -8
| 136.09
| -12
| 23.43
| -12
| 117.12
| -16
| 13.5
| -16
| 99.12
| -20
| 5.59
| -20
| 82.15
| -24
| 0.5
| -24
| 66.28
| Графическая зависимость тока катода от потенциала модулятора при наилучшей фокусировке пучка и двух значениях UA представлена на рисунке 2.1.
![](data:image/png;base64,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)
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