rasm. Laue tajribasining chizmasi rasm. ZnS Kristallining lauegrammasi .O‘z vaqtida Laue kashfiyoti Rentgen nurlarining korpuskulyar tabiatli emas, balki to‘lqin tabiatli ekanligining aniq isboti sifatida qaralgan edi. Hozir biz bilamizki, difraksiya hodisalari korpuskulalarda ham yuz beradi. Debay-Sherrer taklif etgan usulda monoxromatik rentgen nurlari poroshok holidagi kristallga tashlanadi. Monokristallar xaotik ravishda oriyentatsiyalanganligi uchun har doim shunday oriyentrlangan kristall panjaralar topiladiki, shu yo‘nalishlardan qaytgan rentgen nurlari fotoplyonkada ma’lum tartib bilan joylashgan egri chiziqlarni hosil qiladi. Bu vaqtda qaytgan nurlar rus fizigi Vulf va angliyalik ota-bola Bregglar (1913 yil) tomonidan kashf qilingan shartni qanoatlantiruvchi burchaklarda difraksion manzara hosil qiladi. Vulf-Bregglar qatlam qalinligi d ga teng bo‘lgan kristall panjaraga sirpanuvchi burchak ostida rentgen nurlarini tashlab shunday sirpanish burchagi ostida qo‘shni qatlamlardan qaytayotgan nurlar bosib o‘tgan yo‘llar orasidagi ∆ farq ∆=KM+ML ga teng bo‘lishini quyidagi shartni qanoatlantiruvchi yo‘nalishda difraksion maksimum kuzatilishi aniqlandi (10.4-rasm). ∆=2dsin=ml (10.1) bu yerda m =1,2,… . (10.1) ifoda Vulf-Bregg formulasi deyiladi. Agar oddiy kubik panjaraga ega bo‘lgan natriy xlor kristallini olsak, Na va Cl ionlari orasidagi masofa d ga teng. Bitta ionning hajmi d3 ga teng, bundan ![](data:image/png;base64,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)
Do'stlaringiz bilan baham: |