Рис.2.1 Зависимость тока катода от потенциала модулятора.
2.2 Эксперимент №2 Зависимость величины отклонения луча от отклоняющего напряжения для горизонтальной и вертикальной пар пластин при разных потенциалах второго анода. Экспериментальные данные приведены в таблице 2.2.
Таблица 2.2 – Зависимость величины отклонения луча от отклоняющего напряжения для горизонтальной и вертикальной пар пластин вертикальная пара пластин
| горизонтальная пара пластин
| UА2 = 800 B
| UА2 = 1600 B
| UА2 = 800 B
| UА2 = 1600 B
| y, мм
| Uоткл, В
| y, мм
| Uоткл, В
| x, мм
| Uоткл, В
| x, мм
| Uоткл, В
| -42,37
| -50
| -21,18
| -50
| - 42,23
| -50
| -21,11
| -50
| -25,42
| -30
| -12,71
| -30
| - 25.33
| -30
| -12,66
| -30
| -8,47
| -10
| - 4,23
| -10
| -8,44
| -10
| -4,22
| -10
| 8,47
| 10
| 4,23
| 10
| 8,44
| 10
| 4,22
| 10
| 25,42
| 30
| 12,71
| 30
| 25,33
| 30
| 12,66
| 30
| 42,37
| 50
| 21,18
| 50
| 42,23
| 50
| 21,11
| 50
| Графическое представление зависимости величины отклонения луча от отклоняющего напряжения для горизонтальной и вертикальной пар пластин при разных потенциалах второго анода приведены на рисунках 2.2 – 2.3.
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wTQF6oCWcSvY6lXFlZMYuLi+att96K3bMue9xnZ2db2y3DO4vsz5aT5965cyf4/ujy5Gt2G2j0eE8A5eE1nCkcxtl2HOf09HTwZs8k3o1EUw6Ut3vg7V52u+dewjk3N9fx++/du5dsBQEUjtdwpnAYp9NxnGGbm5vBoUxy/X7I9wMop1xN1aOix3HKVDpJNEX0uMwLFy4E3ysjzp9++in43NWrV4NjPAEgTE04k4w2o9s3o8dYRo/BjApH1X6P/ZzdXhl+jnv02M3wz+d560B5qQknAOQF4QQAR4QTABwRTgBwRDgBwBHhBABHhBMAHP0fjNL6QxYcYu4AAAAASUVORK5CYII=)
Рис. 2.2 Зависимость величины отклонения луча от отклоняющего напряжения для вертикальной пары пластин . ![](data:image/png;base64,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) 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