Ciri dan cara kerja Enzim
1. Ciri-ciri enzim
Enzim adalah senyawa protein yang bertindak sebagai biokatalisator, artinya senyawa tersebut mampu mempercepat reaksi kimia, tetapi zat itu sendiri tidak ikut bereaksi. Pada umumya enzim tersusun atas dua bagian yaitu: apoenzim yang mengandung protein, dan koenzim yang tidak mengandung protein. Enzim juga memiliki cirri-ciri lain seperti berikut:
a. Enzim bekerja spesifik, artinya enzim tidak dapat bekerja pada semua substrat, tetapi hanya bekerjaa pada substrattertentu saja.
b. Enzim berupa koloid, artinya dalam larutan enzim membentuk suatu koloid sehingga aktivitasnya lebih besar.
c. Enzim dapat bereaksi dengan substrat asam maupun basa. Dengan arti, sisi aktif enzim mempunyai gugus R residu asam amino spesifik.
d. Termolabil, artinya aktivitas enzim dipengaruhi oleh suhu. Jika suhu rendah, kerja enzim akan lambat. Semakin tinggi suhu, reaksi kimia yang dipengaruhi enzim semakin cepat. Namun, jika suhu terlalu tinggi, enzim akan mengalami denaturasi.
e. Kerja enzim bersifat bolak-balik (reversibel), artinya enzim tidak dapat menentukan arah reksi, tetapi hanya mempercepat laju reaksi hingga mencapai keseimbangan.
2. Car a Kerja Enzim
Enzim mengkatalis reaksi dengan meningkatkan kecepatan reaksi. Meningkatkan kecepatan reaksi dilakukan dengan menurunkan energi aktivasi (energi yang diperlukan untuk reaksi). Penurunan energi aktivasi dilakukan dengan membentukkompleks dan substrat. Secara sederhana kerja enzim digambarkan sebagai berikut:
Substrat + Enzim --> Kompleks Enzim – Substrat
IV
Enzim Produk
Setelah produk dihasilkan dari reaksi, enzim kemudian dilepaskan. Enzim bebas untuk membentuk kompleks yang baru dengan substrat yang lain.
Kerja enzim dapat diterangkandengan dua teori, yaitu teori gembok dan kunci, serta teori kecocokan yang terinduksi.
a. Teori Gembok dan Kunci (Lock and Key Theory)
Pada teori gembok dan kunci menyatakan bahwa enzim dan substrat akan bergabung bersama membentuk kompleks, seperti kunci yang masuk ke dalam gembok. Di dalam kompleks, substrat dapat bereaksi dengan energi aktivasi yang rendah. Setelah bereaksi, kompleks lepas dan melepaskan produk serta membebaskan enzim.
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" 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Sumber
b. Teori Kecocokan yang Terinduksi (Induced Fit Theory)
Sisi aktif enzim bersifat fleksibel sehingga dapat berubah bentuk menyesuaikan bentuk substrat. Ketika substrat memasuki sisi aktif enzim, bentuk sisiaktif termodifikasi melingkupinya membentuk kompleks. Ketika produk sudah terlepasdari kompleks, enzim kembali tidak aktif menjadi bentuk yang lepas, hingga substratyang laindapat bereaksi dengan enzim tersebut.
Mekanisme reaksi enzimatis dipengaruhi oleh berbagai faktor, meliputi: suhu, PH, konsentrasi enzim, konsentrasi substrat, zat-zat pengikat (aktivator), dan zat-zat penghambat (inhibitor). Enzim hanya dapat bekerja maksimum pada kisaran suhu38C -40C dan PH antara 6-8. Selain itu, penambahan konsentrasi enzim dan konsentrasi substrat mengakibatkan kecepatan reaksi meningkat hingga dicapai kecepatan konstan. Adanya zat kimia tertentu juga dapat meningkatkan aktivitas kerja enzim. Sementara itu, dengan adanya inhibitor, enzim tidak dapat berikatan dengan substrst sehingga tidak dapat menghasilkan suatu produk.
Ada dua macam inhibitor enzim, yaitu inhibitor kompetitif dan inhibitor non-kompetitif. Inhibitor kompetitif adalah molekul penghambat yang cara kerjanya bersaing dengan substrat untuk mendapatkan sisi aktif enzim. Sementara itu, inhibitor non- kompetitif adalah molekul penghambat enzim yang bekerja dengan cara melekatkan diri pada luar sisi aktif, sehingga bentuk enzim berubah dan sisi aktif tidak dapat berfungsi.
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