Jumat, 18 Maret 2016

TUGAS TERSTRUKTUR MONOSAKARIDA KIMIA ORGANIK II



Berapa persentase kandungan amilum pada:

1. Nasi/Beras
      2. Jagung
      3. Gandum
      4. Sagu
      5. Kentang 
6. ubi
Jawaban :

1.     Nasi


Kandungan karbohidrat dalam beras hampir 90 % dari berat kering beras berupa pati atau amilum yang sebagian besar dalam bentuk granula dan sebagian kecil pentosan, selulosa, hemiselulosa dan glukosa. Kadar kandungan karbohidrat tergantung pada varietas dan cara pengolahan beras. Jadi sifat fisikokimia beras terutama ditentukan oleh sifat fisiko kimia amilumnya. Amilum beras terbentuk dari dua jenis molekul polisakarida yang masing-masing merupakan polimer glukosa. Dua jenis molekul pembentuk pati tersebut adalah amilosa dan amilopektin. Nasi dari beras dengan kadar amilosa tinggi dan  amilopektin rendah umumnya kurang disukai, walaupun harganya lebih murah. Nasi dari beras dengan kadar amilosa rendah dan amilopektin tinggi lebih disukai untuk dikonsumsi masyarakat karena menghasilkan nasi yang lebih pulen dan enak walaupun harganya lebih mahal (Kompas Caber Media, 2006).
2.     Jagung


Jagung yang telah dirubah menjadi bentuk tepung biasanya banyak digunakan untuk campuran masakan. Kandungan amilum pada jagung sekitar 59,5%. Pemakaian tepung jagung digunakan untuk pembuatan kue atau campuran sup. Konsumsi tepung jagung di Indonesia rata-rata lebih rendah daripada jenis makanan lain. Tepung jagung bisa mencukupi kebutuhan amilum yang dibutuhkan oleh tubuh sebagai sumber energi. Kandungan kalori per 100 gram tepung jagung mencapai 490 kalori. Berikut ini manfaat mengkonsumsi tepung jagung dalam menu sehari-hari.
3.     Gandum


Gandum (Triticum aestivum L) adalah salah satu serealia dari famili Gramineae (Poaceae) yang merupakan salah satu bahan makanan pokok manusia selain beras. Gandum cukup terkenal dibandingkan bahan makanan lainnya sesama serealia karena kandungan gluten dan proteinnya yang cukup tinggi pada biji gandum. Kandungan amilum pada gandum adalah sekitar 59 %. Gandum memiliki kandungan karbohidrat yang hampir atau setara dengan nasi. Gandum memiliki kandungan karbohidrat 60% hingga 80%, mineral 1.5 %  hingga 2%, protein 6% hingga 17% , lemak 1.5% hingga 2%, dan kandungan sejumlah vitamin lainnya. Selain kaya akan kandungan karbohidrat dan nutrisi, gandum juga bisa dijadikan sebagai makanan yang bermanfaat bagi kesehatan. Gandum dapat berperan menjaga kesehatan tubuh dari penyebab penyakit kronis, seperti penyakit diabetes, jantung koroner, dan hipertensi.  tinggi apabila dibandingkan dengan mie dan nasi. Kandungan serat yang tinggi di dalam gandum memberikan rasa kenyang yang lebih lama sehingga gandum cocok dikonsumsi sebagai menu diet sehat. Kandungan serat yang terdapat di dalam gandum juga sangat baik untuk sistem pencernaan karena dapat melancarkan proses pencernaan, mencegah sembelit dan dapat menyehatkan organ pencernaan.
4.     Sagu

Sagu adalah jenis makanan yang sering dikonsumsi oleh masyarakat di Indonesia. Jenis makanan ini banyak ditemui di wilayah Indonesia bagian timur seperti Maluku dan Irian serta sebagian di wilayah Sulawesi. Kandungan amilum pada sagu adalah sekitar 59.8%. Pada dasarnya sagu menjadi bahan makanan pokok pengganti nasi bagi masyarakat yang minim akan tanaman padi. Beras hanya dikonsumsi pada saat waktu tertentu saja, selebihnya mereka akan mengkonsumsi sagu, jagung, umbi-umbian dan ketela. Jenis makanan pokok ini berasal dari sari pati umbi-umbian, sering digunakan sebagai bahan makanan lainnya. Sagu sebenarnya memiliki peran yang sama seperti beras dan jagung pada umumnya yaitu sebagai sumber makanan pokok yang mengandung unsur karbohidrat.
5.     Kentang


Kentang terkenal karena kandungan karbohidrat nya (sekitar 26 gram dalam kentang medium). Kandungan amilum pada kentang adalah sekitar 59,7%. Bentuk dominan dari karbohidrat ini adalah pati. Sebagian kecil tapi signifikan pati ini adalah tahan terhadap pencernaan oleh enzim dalam lambung dan usus kecil, sehingga mencapai usus besar dasarnya utuh (Anonim, 2010). Pati kentang mengandung amilosa dan amilopektin dengan perbandingan 1:3. Kandungan karbohidrat pada kentang mencapai sekitar 18 persen, protein 2,4 persen dan lemak 0,1 persen. Total energi yang diperoleh dari 100 gram kentang adalah sekitar 80 kkal (Anang, 2013)
6.     Ubi


Singkong atau sering juga disebut ubi kayu, tentu sudah sangat akrab dalam kehidupan sehari-hari Kita. Secara tradisional, singkong sangat diminati sebagai pengganti dari makanan pokok kita yaitu nasi. Hal itu tak salah, karena singkong memang mengandung cukup tinggi kalori dan sumber energi yang baik. Kandungan amilum dalam singkong adalah sekitar  55%. Dalam perkembangannya, singkong kini telah banyak dimanfaatkan untuk membuat berbagai macam penganan, atau diambil patinya untuk berbagai macam keperluan.

Kamis, 17 Maret 2016

PEMBENTUKAN DISAKARIDA DAN POLISAKARIDA



DISAKARIDA
Disakarida adalah suatu oligosakarida yang paling banyak terdapat di alam. Oligosakarida merupakan polimer dengan derajat polimerisasi 2 sampai 10 dan biasanya bersifat larut dalam air. Oligosakarida yang terdiri dari dua molekul disebut sakarida. Disakarida merupakan kelompok karbohidrat yang tersusun dari dua unit monosakarida. Unit monosakarida penyusun disakarida itu dapat berasal dari unit yang sama atau berbeda. Ikatan antara unit monosakarida dalam pembentukan disakarida disebut ikatan glikosida. Salah satu contoh reaksi pembentukan disakarida adalah sebagai berikut :
C6H12O6 + C6H12O6                          C12H22O12 + H2O
   (monosakarida)                                    (disakarida)
Dalam reaksi tersebut di atas terjadi pelepasan air. Beberapa jenis disakarida yang penting adalah laktosa, sukrosa, dan maltosa.
 
A. Laktosa
Laktosa adalah jenis disakarida yang merupakan gabungan dari dua unit monosakrida yang berbeda yaitu merupakan karbohidrat dari susu mamalia yang terdiri dari D-galaktosa dan D-glukosa (gambar 2). Dalam disakarida ini, ikatan glikosidik antara C-1 anomerik dari β-D-galaktosa dan C-4 non-anomerik dari D-glukosa merupakan β-(1,4).
Sintesis laktosa oleh laktosa sintetase, suatu dimer heterogenosa, merupakan contoh baru dari modifikasi spesifisitas katalitik oleh pembentukan dimer, (suatu bentuk perubahan alosterik konformasional). Salah satu dari dua protomer merupakan suatu enzim (galaktosil transferase) yang terdapat secara luas dalam jaringan hewan, termasuk grandula mammae selama kehamilan dan menghasilkan katalis reaksi berikut:
UDP-galaktosa  + N-asetilglukosamin             N-asetilaktosamin   +  UDP
UDP merupakan uridin difospat, yang bertindak sebagai suatu karier molecular dari karbohidrat pada reaksi enzimatik tertentu. Untuk produksi susu, protomer kedua dari laktosa sintetase,laktalbumin-α, disintesis secara spesifik dalam jaringan mammae, dan interaksi protein ini dengan galaktsil transferase mengubah spesifisitas substrat sehingga enzim dimerik mengkatalisis sintesis dari laktosa dengan adanya glukosa:
UDP-galatosa  +  glukosa                 laktosa   +   UDP
Laktalbumin- α hanya terjadi dalam jaringan mammae, dengan demikian, laktosa adalah unik untuk susu mamalia. Laktosa bersifat reduksi dengan struktur cincin. Laktosa banyak ditemukan dalam susu yaitu sekitar 40 persennya sehingga laktosa sering disebut dengan gula susu. Laktosa dapat difermentasi oleh bakteri streptococcus laktis menjadi asam laktat. Selain itu juga jika lakatosa ini dipanaskan sampai suhu 175 oC akan berbentuk laktokaramel.
 
B. Sukrosa
Sukrosa adalah disakarida yang dibentuk dari unit monosakarida yang berbeda yaitu antara satu molekul glukosa dan satu molekul fruktosa. Antara kedua unitmonosakarida tersebut diikat dengan ikatan α-1, β-2 glikosida. Sukrosa tidak mempunyai sifat reduksi karena sukrosa dibentuk dari gugus reduksi masing-masing unit monosakrida penyusunnya. Sukrosa banyak ditemukan dalam tanaman. Sumber yang kaya sukrosa adalah tebu, bit, dan wortel. Hasil samping pengekstrasi sukrosa baik dari tebu ataupun bit adalah molase. Molase ini berwarna gelap, cairannya pekat (20 - 30 persen), dan dengan proses kristalisasi tidak dapat diubah lebih lanjut menjadi sukrosa karena adanya gula reduksi dan kotoran non gula.
         
Sukrosa (gula meja) terdapat dalam tumbuh-tumbuhan, dimana mereka disintesis dari D-glukosa dan D-fruktosa (gambar 3). Suatu ikatan glikosidik anatara C-1 anomerik dari α-D-glukosa dan C-2 anomerik dari β-D- fruktosa menghubungkan kedua monosakarida melalui suatu jembatan oksigen, menghasilkan suatu ikatan α-(1,2).
 
 
C. Maltosa
Maltosa adalah disakarida yang dibentuk dari dua unit monosakrida yang sama yaitu glukosa. Antar unit glukosa tersebut diikat dengan ikatan α-1,4 glikosida.
Maltosa adalah gula reduksi dan larut dalam air. Maltosa jarang ditemukan dalam bentuk bebas di alam. Maltosa hanya ditemukan dari hasil degradasi pati oleh enzim atau hasil proses pengekstrasi sukrosa. Pada proses pembentukan ber dari kecambah barley (sejenis biji-bijian), terjadi proses degradasi pati menjadi maltosa oleh enzim amilase.
            Maltosa (gambar 4) dan selobiosa (gambar 5) merupakan dua disakarida yang tidak terdapat secara alamiah tetapi secara komersial masing-masing merupakan produk degradasi dari zat tepung dan selulosa. Kedua sakarida memiliki dua residu D-glukosil yang dihubungkan oleh suatu  ikatan 1,4 glukosidik, perbedaan structural tunggal antara dua disakarida adalah pada ikatan dalam maltose adalah α-(1,4) dan dalam selobiosa adalah β-(1,4). Perbedaan yang tampaknya kecil ini bertindak sebagai suatu ilustrasi terkait mengenai derajat spesifikasi tinggi yang sering ditemukan dalam system biologi. Polimer D-glukosa dalam ikatan α-(1,4) bertindak sebagai suplai energy yang tersedia dengan mudah untuk tumbuh-tumbuhan dan hewan, sementara polimer analog dalam ikatan β-(1,4) merupakan komponen structural dan tidak didegradasi oleh sebagian besar system kehidupan, yang tidak memiliki kemampuan enzimatik untuk menghidrolisis ikatan β-(1,4) glikosidik. Ruminansia (pemamah biak), contohnya sapi, menggunakan selulosa sebagai sumber makanan hanya karena bacteria dalam lambungnya dapat mencerna polisakarida. Bahkan rayap mengandalkan pada mikroflora dalam ususnya untuk mendegradasi kayu. Jika bukan untuk kemampuan dari bakteri tertentu dan jamur untuk menghidrolisis ikatan β-(1,4) yang ditemukan dalam polisakarida tumbuh-tumbuhan yang mati akan menimbulkan masalah ekologi yang serius.
 
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 
 

POLISAKARIDA

Polisakarida adalah senyawa dimana molekul-molekulnya mengandung banyak satuan monosakarida yang dipersatukan dengan ikatan glikosida, mempunyai massa molekul tinggi dan tidak larut dalam air atau hanya membentuk emulsi saja. Hidrolisis lengkap akan mengubah polisakarida menjadi monosakarida (heksosa).
Ikatan antara molekul monosakarida yang satu dengan yang lainnya terjadi antara gugus alkohol pada atom C ke-4 molekul yang satu (II) dengan gugus aldehida pada atom C ke -1 molekul monosakarida dengan yang lain.
Polisakarida dibedakan menjadi dua jenis, yaitu polisakarida simpanan dan polisakarida struktural. Polisakarida simpanan berfungsi sebagai materi cadangan yang ketika dibutuhkan akan dihidrolisis untuk memenuhi permintaan gula bagi sel. Sedangkan polisakarida struktural berfungsi sebagai materi penyusun dari suatu sel atau keseluruhan organisme.
Beberapa polisakarida berfungsi sebagai bentuk penyimpan bagi monosakarida dan yang lainnya berfungsi sebagai unsur struktural di dalam dinding sel dan jaringan pengikat. Glikogen dan pati merupakan polisakarida simpanan yang terdapat pada tumbuhan dan manusia sedangkan selulosa merupakan polisakarida strukural yang berfungsi sebagai tulang semu bagi tumbuhan. Pati dan glikogen  dihidrolisa di dalam saluran pencernaan oleh amilase, sedangkan selulosa tidak dapat dicerna. Namun, selulosa mempunyai peran penting bagi manusia karena merupakan sumber serat dalam makanan manusia.

B.     Jenis-Jenis Polisakarida
Polisakarida dibedakan menjadi dua jenis, yaitu polisakarida simpanan dan polisakarida struktural.Berikut ini adalah uraian tentang polisakarida simpanan dan polisakarida struktural.

1.      Polisakarida Simpanan
a.       Pati
Pati adalah polisakarida simpanan dalam tumbuhan. Monomer-monomer glukosa penyusunnya dihubungkan dengan ikatan α 1-4. Bentuk pati yang paling sederhana adalah amilosa, yang hanya memiliki rantai lurus. Sedangkan bentuk pati yang lebih kompleks adalah amilopektin yang merupakan polimer bercabang dengan ikatan α 1-6 pada titik percabangan.
b.      Glikogen
Glikogen adalah polisakarida simpanan dalam tubuh hewan.Struktur glikogen mirip dengan amilopektin, namun memiliki lebih banyak percabangan. Manusia dan vertebrata lainnya menyimpan glikogen pada sel hati dan sel otot. Glikogen dalam sel akan dihidrolisis bila terjadi peningkatan permintaan gula dalam tubuh. Hanya saja, energi yang dihasilkan tidak seberapa sehingga tidak dapat diandalkan sebagai sumber energi dalam jangka lama.
c.       Dekstran
Dekstran adalah polisakarida pada bakteri dan khamir yang terdiri atas poli-D-hlukosa rantai α 1-6, yang memiliki cabang α 1-3 dan beberapa memiliki cabnga α 1-2 atau α 1-4. Plak di permukaan gigi yang disebabkan oleh bakteri diketahui kayak akan dekstran. Dekstran juga telah diproduksi secara kimia menghasilkan dekstran sintetis.

2.      Polisakarida Struktural
a.       Selulosa
Selulosa adalah komponen utama penyusun dinding sel tumbuhan. Selulosa adalah senyawa paling berlimpah di bumi, yaitu diproduksi hampir 100 miliar ton per tahun.Ikatan glikosidik selulosa berbeda dengan pati yaitu monomer selulosa seluruhnya terdapat dalam konfigurasi beta.
b.      Kitin
Kitin adalah karbohidrat penyusun eksoskeletonartropoda (serangga, laba-laba, krustase). Kitin terdiri atas monomer glukosa dengan cabang yang mengandung nitrogen. Kitin murni menyerupai kulit, namun akan mengeras ketika dilapisi dengan kalsium karbonat. Kitin juga ditemukan pada dinding sel cendawan. Kitin telah digunakan untuk membuat benang operasi yang kuat dan fleksibel dan akan terurai setelah luka atau sayatan sembuh.

C.    Polisakarida Terpenting dalam Ilmu Gizi
Polisakarida merupakan polimer monosakarida, mengandung banyak satuan monosakarida yang dihubungkan oleh ikatan glikosida. Hidrolisis lengkap dari polisakarida akan menghasilkan monosakarida. Glikogen dan amilum merupakan polimer glukosa. Berikut beberapa polisakarida terpenting:

1.      Selulosa
Selulosa merupakan polisakarida yang banyak dijumpai dalam dinding sel pelindung seperti batang, dahan, daun dari tumbuh-tumbuhan.Selulosa merupakan polimer yang berantai panjang dan tidak bercabang. Suatu molekul tunggal selulosa merupakan polimer rantai lurus dari 1,4’-β-D-glukosa. Hidrolisis selulosa dalam HCl 4% dalam air menghasilkan D-glukosa.



Dalam sistem pencernaan manusia terdapat enzim yang dapat memecahkan ikatan α-glikosida, tetapi tidak terdapat enzim untuk memecahkan ikatan β-glikosida yang terdapat dalam selulosa sehingga manusia tidak dapat mencerna selulosa. Dalam sistem pencernaan hewan herbivora terdapat beberapa bakteri yang memiliki enzim β-glikosida sehingga hewan jenis ini dapat menghidrolisis selulosa. Contoh hewan yang memiliki bakteri tersebut adalah rayap, sehingga dapat menjadikan kayu sebagai makanan utamanya. Selulosa sering digunakan dalam pembuatan plastik. Selulosa nitrat digunakan sebagai bahan peledak, campurannya dengan kamper menghasilkan lapisan film (seluloid).

2.      Pati / Amilum
Pati terbentuk lebih dari 500 molekul monosakarida.Merupakan polimer dari glukosa. Pati terdapat dalam umbi-umbian sebagai cadangan makanan pada tumbuhan. Jika dilarutkan dalam air panas, pati dapat dipisahkan menjadi dua fraksi utama, yaitu amilosa dan amilopektin. Perbedaan terletak pada bentuk rantai dan jumlah monomernya.
Amilosa adalah polimer linier dari α-D-glukosa yang dihubungkan dengan ikatan 1,4-α. Dalam satu molekul amilosa terdapat 250 satuan glukosa atau lebih. Amilosa membentuk senyawa kompleks berwarna biru dengan iodium.Warna ini merupakan uji untuk mengidentifikasi adanya pati.
 



 

Molekul amilopektin lebih besar dari amilosa. Strukturnya bercabang. Rantai utama mengandung α-D-glukosa yang dihubungkan oleh ikatan 1,4'-α. Tiap molekul glukosa pada titik percabangan dihubungkan oleh ikatan 1,6'-α.




Hidrolisis lengkap pati akan menghasilkan D-glukosa. Hidrolisis dengan enzim tertentu akan menghasilkan dextrin dan maltosa.

3.      Glikogen
Glikogen merupakan polimer glukosa dengan ikatan α (1-6). Polisakarida ini merupakan cadangan energi pada hewan dan manusia yang disimpan di hati dan otot sebagai granula. Glikogen serupa dengan amilopektin.

 PERMASALAHAN : Gugus apa saja yang menyusun disakarida?