Interaksi radiasi dengan materi
Ketika radiasi nuklir mengenai materi, ada tiga kemungkinan yang dapat terjadi, yaitu radiasi akan dibelokkan, diserap (berinteraksi) atau diteruskan.
Secara umum, interaksi radiasi dapat dibedakan menjadi tiga jenis yaitu interaksi radiasi partikel bermuatan (alpha dan beta), radiasi partikel yang tidak bermuatan (neutron) dan yang terakhir adalah radaisi gelombang elektromagnetik/foton (radiasi gamma dan sinar-x). Karena ketiga jenis radiasi ini memiliki karakteristik yang berbeda, maka interaksi yang terjadi pun akan berbeda.
Interaksi radiasi partikel bermuatan
Ada tiga kemungkinan interaksi radiasi yang dapat terjadi ketika suatu partikel bermuatan mengenai materi, yaitu ionisasi, eksitasi dan brehmstrahlung. Ketika menumbuk suatu materi, radiasi alpha yang memiliki massa dan muatan yang relatif besar cenderung melakukan proses ionisasi, sedangkan radiasi partikel yang lebih kecil seperti beta, elektron, atau proton dapat melakukan ketiganya.
Selain ketiga reaksi tersebut diatas, ada interaksi lain yang dapat terjadi, yaitu reaksi inti yang probabilitas kejadiannya jauh lebih kecil dibandingkan interaksi lainnya. Contoh reaksi inti yang dapat terjadi adalah proses aktivasi inti, yaitu proses pembuatan inti atom baru dengan menggunakan alat pemercepat proton yang disebut akselerator.
Proses ionisasi
Ketika partikel bermuatan melalui suatu materi, partikel tersebut akan berinteraksi dengan atom-atom penyusun materi dan menyebabkan beberapa elektron terlepas dari lintasannya karena adanya gaya tarik Coulomb. Proses terlepasnya elektron dari suatu atom disebut sebagai proses ionisasi. Setelah proses ionisasi, atom yang mula-mula netral menjadi bermuatan (ion) positif.
Setelah melakukan proses ionisasi energi radiasi yang datang akan mengalami pengurangan (terdapat selisih energi). Ini dikarenakan adanya transfer energi dari radiasi kepada elektron , sehingga elektron memiliki energi yang cukup besar untuk melepaskan diri dari atom. Jika energi radiasi akhir masih cukup banyak, proses ioniasasi dapat terjadi lagi, terus-menerus hingga energi radiasinya habis.
Elektron yang terlepas dari atom (disebut ion negatif) akan menjadi elektron bebas yang tidak memiliki energi kinetik dan bebas bergerak secara random (acak) di dalam medium.
Proses eksitasi
![](data:image/png;base64,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)
Sepintas proses eksitasi mirip dengan proses ionisasi. Akan tetapi, pada proses eksitasi elektron tidak sampai terlepas dari atom. Elektron hanya berpindah ke lintasan yang lebih luar (energi lintasannya lebih besar). Setelah terjadi proses eksitasi, atom tersebut berubah menjadi atom yang tereksitasi.
Sebagaimana pada proses ionisasi, energi radiasi yang datang akan berkurang setelah melakukan proses eksitasi. Ini terjadi karena radiasi mentransfer sebagian (atau seluruh) energinya kepada elektron, sehingga elektron memiliki energi yang cukup untuk berpindah lintasan. Proses eksitasi juga dapat berlangsung berulang kali hingga energi radiasinya habis.
Atom yang berada dalam keadaan tereksitasi ini akan kembali ke keadaan dasarnya (ground state) dengan melakukan transisi elektron. Salah satu elektron yang berada di lintasan luar akan berpindah mengisi kekosongan di lintasan yang lebih dalam sambil memancarkan radiasi sinar-x karakteristik. Energi sinar-x karakteristik yang dipancarkan dalam peristiwa ini setara dengan selisih energi antara lintasan sebelum dan sesudah transisi.
Proses Brehmstrahlung
Proses ini lebih dominan terjadi pada interaksi radiasi beta dan elektron karena massa dan muatan partikel beta relatif lebih kecil sehingga kurang diserap oleh materi dan daya tembusnya lebih tinggi dibandingkan partikel alpha.
Karena adanya gaya elektrostatik, radiasi beta atau elektron yang bergerak melewati inti akan dibelokkan. Perubahan arah gerak ini menyebabkan adanya perubahan momentum yang kemudian akan menghasilkan pancaran energi gelombang elektromagnetik (foton). Foton yang muncul pada proses ini disebut sebagai sinar-x brehmsstrahlung (bedakan dengan sinar-x karakteristik yang dihasilkan oleh transisi elektron).
Berbeda dengan energi radiasi sinar-x karakteristik yang hanya dipengaruhi oleh selisih tingkat energi lintasan, tingkat energi radiasi sinar-x brehmsstrahlung ini dipengaruhi oleh beberapa hal, yaitu energi radiasi yang mengenai atom, nomor atom (jumlah proton) inti dan sudut pembelokannya.
Interaksi radiasi neutron
Neutron mempunyai massa yang hampir sama dengan proton dan tidak bermuatan. Neutron ratusan kali lebih besar dari elektron, tetapi ukurannya 1/4 kali ukuran alpha. Karena itulah mengapa neutron sangat sulit dihentikan dan memiliki daya jangkau yang besar.
Ada 5 reaksi yang terjadi ketika sebuah neutron berinteraksi dengan inti. 2 reaksi yang pertama dikenal sebagai hamburan neutron, dimana neutron tetap muncul diakhir proses. Sedangkan interaksi yang terakhir dikenal dengan sebutan penyerapan neutron. Pada interaksi ini, inti menyerap neutron dan menghasilkan sesuatu yang lain. Berbeda.
Tumbukan
Neutron merupakan partikel yang memiliki massa namun tidak bermuatan listrik, sehingga interaksi neutron dengan materi lebih banyak bersifat mekanik, yakni tumbukan antara neutron dengan atom (inti atom) materi, baik secara elakstik maupun tak elastik. Setiap tumbukan dengan materi akan menyerap energi neutron, sehingga setelah beberapa kali tumbukan energi neutron akan habis dan proses tumbukan pun berhenti. Jika energi neutron sudah sangat rendah, ada kemungkinan untuk terjadinya reaksi penangkapan neutron oleh inti atom bahan penyerap.
Tumbukan elastik
Pada tumbukan elastik, tidak ada energi yang ditransfer dari neutron kepada inti target yang dapat menyebabkan suatu keadaan eksitasi. Pada tumbukan elastik berlaku hukum kekekalan momentum dan energi kinetik (momentum atau energi kinetik sistem sebelum dan sesudah interaksi adalah sama), meskipun biasanya akan ada energi kinetik yang diberikan neutron kepada inti target. Sebagian energi neutron yang diberikan kepada inti atom target menyebabkan inti atom target terpental sedangkan neutronnya akan dibelokkan atau dihamburkan.
Tumbukan elastik terjadi bila atom yang ditumbuk neutron mempunyai massa yang sama, atau setidaknya hampir sama dengan massa neutron (misalnya atom hidrogen), sehingga fraksi energi neutron yang terserap oleh atom tersebut cukup besar.
Tumbukan tak elastik
Pada tumbukan tak elastik, neutron akan diserap oleh inti atom target yang kemudian membentuk inti atom majemuk. Inti majemuk ini kemudian akan memancarkan neutron dengan energi kinetik rendah dan meninggalkan inti atom dalam keadaan eksitasi. Agar dapat kembali ke keadaan groundstate, inti akan mengeluarkan kelebihan energi yang dimilikinya dalam bentuk radiasi gamma. Jumlah energi kinetik neutron yang dihamburkan, inti atom target dan gamma yang diemisikan akan sama dengan jumlah energi kinetik neutron sebelum tumbukan.
Penyerapan/penangkapan neutron
Pada penyerapan neutron oleh suatu inti atom tidak ada neutron yang dihasilkan pada akhir proses, sebagai gantinya akan dihasilkan partikel bermuatan atau gamma. Jika inti atom yang dihasilkan adalah radioaktif, maka radiasi tambahan akan dihasilkan beberapa saat kemudian.
Transmutasi
Bila energi neutron sudah sangat rendah (atau biasa disebut sebagai neutron termal, En < 0,025 eV), maka ada kemungkinan neutron tersebut akan ’ditangkap’ oleh inti atom bahan penyerap sehingga akan terbentuk inti atom baru karena penambahan neutron. Inti atom yang terbentuk ini umumnya tidak stabil (radioaktif) yang memancarkan radiasi (alpha, beta atau gamma). Peristiwa ini disebut sebagai aktivasi neutron, yaitu suatu proses yang dilakukan untuk mengubah bahan/materi yang tadinya bersifat stabil menajdi bahan/materi yang radioaktif.
Isotop B10 dari unsur Boron merupakan inti atom yang stabil. Ketika sebuah neutron termal mengenai isotop ini, maka akan terjadi proses aktivasi yang akan mengubah B10 menjadi radioisotop (B11)* yang tidak stabil. Inti ini kemudian dengan cepat berubah menjadi Li7 yang stabil sambil memancarkan radiasi alpha.
Selain oleh neutron, proses reaksi inti seperti ini juga dapat disebabkan oleh partikel bermuatan seperti proton, tetapi dengan energi yang sangat tinggi. Proses aktivasi ini biasanya dimanfaatkan untuk memproduksi radioisotop.
Penangkapan radiasi
Interaksi ini merupakan reaksi nuklir yang paling umum terjadi. Pada interaksi ini, sebuah neutron akan diserap oleh inti atom target yang kemudian membentuk inti atom majemuk dalam keadaan eksitasi. Inti majemuk ini kemudian akan memancarkan radiasi gamma dan kembali ke keadaan dasarnya (ground state). Pada reaksi ini inti atom yang dihasilkan merupakan isotop dari inti atom target, dan ada kenaikan nomor massa sebesar satu.
Fisi
Salah satu interaksi neutron yang paling penting adalah reaksi fisi yang berlangsung di dalam reaktor. Pada reaksi ini, inti atom yang menyerap neutron akan menjadi sangat tidak stabil sehingga membelah menjadi dua inti baru sambil melepaskan sejumlah besar energi. Contoh reaksi ini adalah reaksi pembelahan inti atom uranium-235 yang berlangsung di dalam PLTN.
Interaksi radiasi gelombang elektromagnetik
Gamma dan sinar-x termasuk ke dalam kelompok radiasi elektromagnetik. Tidak seperti gelombang radio dan cahaya tampak, gamma dan sinar-x memiliki panjang gelombang yang lebih pendek (atau frekuensi yang lebih tinggi) sehingga memiliki energi yang jauh lebih tinggi. Sementara radiasi alpha dan beta memiliki daya jangkau maksimum yang terbatas, foton berinteraksi secara probabilistik sehingga daya jangkau maksimum sebuah foton bisa sangat bervariasi (tidak pasti). Meskipun demikian, fraksi total foton yang diserap oleh bahan berkurang secara eksponensial dengan ketebalan bahan. Ada tiga mekanisme bagaimana gamma dan sinar-x berinteraksi dengan materi, yaitu efek fotolistrik, hambran Compton dan produksi pasangan. Radiasi gamma memiliki bahaya eksternal karena radiasi ini memberikan energinya jauh lebih banyak dan lebih jauh bila dibandingkan dengan radiasi alpha dan beta.
Efek fotolistrik
Pada proses efek fotolistik, radiasi gelombang elektromagnetik (foton) yang datang mengenai atom, seolah-olah ’menumbuk” salah satu elektron orbital dan memberikan seluruh energinya. Jika energi foton yang diberikan lebih besar dari energi ikat elektron, maka elektron tersebut dapat terlepas dari atom dan menghasilkan ion. Elektron yang terlepas (atau biasa disebut fotoelektron) dapat menyebabkan peristiwa ionisasi sekunder pada atom sekitarnya dengan cara yang mirip dengan yang dilakukan beta. Efek fotolistrik sangat mungkin terjadi jika foton memiliki energi yang rendah (kurang dari 0,5 MeV) dan materi memiliki massa besar (nomor atom besar). Sebagai contoh efek fotolistrik lebih banyak terjadi pada timah hitam (Z = 82) daripada tembaga (Z = 29).
Hamburan Compton
Peristiwa hamburan Compton sebenarnya tidak berbeda jauh dengan efek fotolistrik. Akan tetapi, pada hamburan Compton tidak semua energi foton diberikan kepada elektron, melainkan hanya sebagian saja, sisa energi foton masih berupa gelombang elektromagnetik (foton) yang dihamburkan. Foton yang dihamburkan ini akan terus berinteraksi dengan elektron lain sampai energinya habis dan elektron yang dihasilkan (fotoelektron) akan menyebabkan proses ionisasi sekunder.
Pada hamburan Compton, foton dengan energi hλiberinteraksi dengan elektron terluar dari atom, selanjutnya foton dengan energi hλodihamburkan dan sebuah fotoelektron lepas dari ikatannya. Energi kinetik elektron (Ee) sebesar selisih energi foton masuk dan foton keluar.
Ee = hλi– hλo
Hamburan Compton sangat dominan terjadi bila foton mempunyai energi sedang (di atas 0,5 MeV) dan lebih banyak terjadi pada material dengan nomor massa (Z) yang rendah.
Produksi pasangan
Ketika berada di daerah medan inti sebuah atom, foton dapat mengalami konversi (lenyap) menjadi postron yang bermuatan positif dan elektorn yang bermuatan negatif. Dengan menggunakan persamaan konversi energi menjadi massa (E=mc2), elektron dan positron yang dihasilkan akan memiliki energi yang setara dengan 0,511 MeV. Oleh karena itu hanya foton berenergi besar saja (>1,02 MeV) yang dapat menghasilkan pasangan elektron-psoitron. Setiap kelebihan energi diatas 1,02 MeV akan diberikan pada partikel dalam bentuk energi kinetik. (Energi kinetik total dari dua partikel tersebut sama dengan energi foton yang datang dikurangi 1,02 MeV).
Elektron yang dihasilkan akan berinteraksi dengan atom sekitar dan menyebabkan terjadinya ionisasi, sedangkan positron akan menemukan sebuah elektron bebas dan kedua partikel ini akan saling menghilangkan (interaksi positron), dan menghasilkan energi.
Interaksi tidak langsung
Dari tiga interaksi gelombang elektromagnetik (foton) yang telah disebutkan di atas, terlihat bahwa semua interaksi akan menghasilkan partikel bermuatan (elektron atau positron) yang berenergi tinggi. Elektron atau positron yang berenergi tersebut dalam pergerakannya akan mengionisasi atom-atom bahan yang dilaluinya sehingga dengan kata lain, gelombang elektromagnetik juga dapat mengionisasi bahan tetapi secara tidak langsung.