Perairan Laut
berikut:
![](data:image/png;base64,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)
Jenis Laut
Menurut cara terjadinya kita mengenal adanya laut Transgresi, laut Ingresi dan laut Regresi.
Jenis Laut | Penjelasan | Contoh |
Laut Transgresi (laut yang meluas), | terjadi karena adanya perubahan permukaan laut secara positif (secara meluas). Perubahan permukaan ini terjadi karena naiknya permukaan air laut atau daratannya yang turun, sehingga bagian-bagian daratan yang rendah tergenang air laut. Perubahan ini terjadi pada zaman es. | laut Jawa, laut Arafuru dan laut Utara |
Laut Ingresi | laut yang terjadi karena adanya penurunan tanah di dasar laut. Oleh karena itu laut ini juga sering disebut laut tanah turun. Penurunan tanah di dasar laut akan membentuk lubuk laut dan palung laut. Lubuk laut atau basin adalah penurunan di dasar laut yang berbentuk bulat | palung Mindanau yang dalamnya 10.085 m, palung Sunda yang dalamnya 7.450 m, palung Jepang yang dalamnya 9.433 m serta palung Mariana yang dalamnya 10.683 m (terdalam di dunia). |
Laut Regresi | laut yang menyempit. Penyempitan terjadi karena adanya pengendapan oleh batuan (pasir, lumpur dan lain-lain) yang dibawa oleh sungai-sungai yang bermuara di laut tersebut | Penyempitan laut banyak terjadi di pantai utara pulau Jawa |
Menurut letaknya, laut dibedakan menjadi tiga yaitu laut tepi, laut pertengahan dan laut pedalaman.
Jenis Laut | Penjelasan | Contoh |
Laut tepi (laut pinggir) | laut yang terletak di tepi benua (kontinen) dan seolah-olah terpisah dari samudera luas oleh daratan pulau-pulau atau jazirah. | Laut Cina Selatan dipisahkan oleh kepulauan Indonesia dan kepulauan Filipina. |
Laut pertengahan | laut yang terletak di antara benua-benua. Lautnya dalam dan mempunyai gugusan pulau-pulau. | Tengah di antara benua Afrika-Asia dan Eropa, laut Es Utara di antara benua Asia dengan Amerika dan laut-laut di kepulauan Indonesia. |
Laut pedalaman | laut-laut yang hampir seluruhnya dikelilingi oleh daratan | Laut Kaspia, laut Hitam dan laut Mati. |
Berdasarkan kedalamannya laut dibedakan menjadi 4 wilayah (zona) yaitu: zona Lithoral, zona Neritic, zona Bathyal dan zonaAbysal.
Jenis Laut | Penjelasan |
Zone Lithoral | wilayah pantai atau pesisir atau shore. Di wilayah ini pada saat air pasang tergenang air dan pada saat air laut surut berubah menjadi daratan. Oleh karena itu wilayah ini sering juga disebut wilayah pasang-surut. |
Zone Epineritik | Laut-laut yang memiliki kedalaman antara 0 – 50 meter. Banyak terumbu karang, padang lamun. |
Zone Neritik | Laut yang memiliki kedalaman antara 50 – 200 m. Merupakan zone laut tempat hidup banyak organism laut karena sinar matahari masih tembus sampai ke dasar laut, sehingga memudahkan tumbuhan laut melakukan fotosintesis. |
Zone Bathial | Laut yang memiliki kedalaman antara 200 – 2.000 m. Sudah mulai jarang organism laut |
Zone Abbysal | Laut yang memiliki kedalaman antara 2.000 – 5.000 m. sangat jarang organism laut. Tempat hidup predator pemakan bangkau yang dapat memancarkan cahaya sendiri. Contoh ikan angler. |
Zone Hadal | Laut yang memiliki kedalaman lebih dari 5.000 m. |
Cara Mengukur Kedalaman Laut
Ada dua cara yang dapat ditempuh untuk mengukur kedalaman laut yaitu dengan menggunakan teknik bandul timah hitam(dradloading) dan teknik Gema duga atau Echo Sounder atau Echoloading.
a. Teknik Bandul Timah Hitam (dradloading)
Teknik ini ditempuh dengan menggunakan tali panjang yang ujungnya diikat dengan bandul timah sebagai pemberat. Dari sebuah kapal tali diturunkan hingga bandul menyentuh dasar laut. Selanjutnya panjang tali diukur dan itulah kedalaman laut.
b. Gema duga atau Echo Sounder atau Echoloading
Penggunaan teknik ini didasarkan pada hukum fisika tentang perambatan dan peantulan bunyi dalam air. Isyarat bunyi yang dikeluarkan dari sebuah peralatan yang dipasang di dasar kapal memiliki kecepatan merambat rata-rata 1600 meter per detik sampai membentur dasar laut. Setelah membentur dasar laut bunyi dipantulkan dalam bentuk gema dan ditangkap melalui sebuah peralatan yang juga dipasang di dasar kapal. Jarak waktu yang diperlukan untuk perambatan dan pemantulan dapat diterjemahkan sebagai kedalaman laut.
Rumus untuk mencari kedalaman laut melalui teknik gema duga adalah sebagai
|
di mana d = kedalaman laut, V = kecepatan suara dalam laut dan t = waktu
Misalnya diketahui waktu yang diperlukan untuk perambatan bolak-balik (t) ada 4 detik dan kecepatan suara dalam laut (V) = 1600 m/detik, maka kedalaman laut dapat dihitung sebagai berikut:
d = ½ ( V x t)
d = ½ (1.600 x 4)
d= ½ x 6.400 m
d= 3.200 m
jadi kedalaman laut adalah 3.200 m
Morfologi Dasar Laut
Seperti halnya bentuk muka bumi di daratan yang beraneka ragam, bentuk muka bumi di lautan juga beragam. Bedanya bentuk muka bumi di lautan tidak seruncing dan sekasar relatif di daratan. Keadaan ini akibat dari erosi dan pengupasan olah arus laut.
Bentuk-bentuk muka bumi di lautan adalah sebagai berikut :
1. Landas kontinen (continental shelf), yaitu wilayah laut yang dangkal di sepanjang pantai dengan kedalaman kurang dari 200 meter, dengan kemiringan kira-kira 8,4 %. Landas kontinen merupakan, dasar laut dangkal di sepanjang pantai dan menjadi bagian dari daratan. Contohnya Dangkalan Sunda yang merupakan bagian dari Benua Asia yang terletak antara Pulau Kalimantan, Jawa dan Sumatra.
2. Lereng benua (continental slope), merupakan kelanjutan dari continental shelf dengan kemiringan antara 4 % sampai 6 %. Kedalaman lereng benua lebih dari 200 meter.
3. Dasar Samudra (ocean floor), meliputi:
- Deep Sea Plain, yaitu dataran dasar laut dalam dengan kedalaman lebih dari 1000 meter.
- The Deep, yaitu dasar laut yang terdalam yang berbentuk palung laut (trog).
Pada ocean floor terdapat relief bentukan antara lain:
Relief | Penjelasan | Contoh |
Gunung laut | gunung yang kakinya di dasar laut sedangkan badan puncaknya muncul ke atas permukaan laut dan merupakan sebuah pulau. | Gunung Krakatau. |
Seamount | gunung di dasar laut dengan lereng yang curam dan berpuncak runcing serta kemungkinan mempunya tinggi sampai 1 km atau lebih tetapi tidak sampai ke permukaan laut. | St. Helena, Azores da Ascension di laut Atlantik. |
Guyot | gunung di dasar laut yang bentuknya serupa dengan seamount tetapi bagian puncaknya datar | Banyak terdapat di lautan Pasifik. |
Punggung laut (ridge) | punggung pegunungan yang ada di dasar laut. | punggung laut Sibolga. |
Ambang Laut | pegunungan di dasar laut yang terletak diantara dua laut dalam. | ambang laut sulu, ambang laut sulawesi. |
Lubuk laut (basin) | dasar laut yang bentuknya bulat cekung yang terjadi karena ingresi. | dasar laut yang bentuknya bulat cekung yang terjadi karena ingresi. |
Palung laut (trog) | lembah yang dalam dan memanjang di dasar laut terjadi karena ingresi | Palung Sunda, Palung Mindanao, Palung Mariana. |
Gerak Air Laut
Gerakan air laut yaitu: arus laut, gelombang laut, dan pasang surut air laut.
Arus laut
Arus laut (sea current) adalah gerakan massa air laut dari satu tempat ketempat lain baik secara vertikal (gerak ke atas) maupun secara horizontal (gerakan ke samping).
Faktor-faktor yang mempengaruhi arus laut, antara lain :
1. Gaya coriolis, yaitu gaya yang membelok arah arus dari tenaga rotasi bumi. Pembelokan itu akan mengarah ke kanan di belahan bumi utara dan mangarah ke kiri di belahan bumi selatan.
2. Angin yang bertiup
3. Perbedaan kadar garam.
Nama-nama arus yang terdapat di samudra-samudra :
a. Di Samudera Pasifik
Letak | Nama Arus | Penjelasan |
Utara Khatulistiwa | Arus Khatulistiwa Utara | arus panas yang mengalir menuju ke arah barat sejajar dengan garis khatulistiwa dan ditimbulkan serta didorong oleh angin pasat timur laut. |
Arus Kuroshio | lanjutan arus khatulistiwa utara karena setelah sampai di dekat Kepulauan Filipina, arahnya menuju ke utara. Arus ini merupakan arus panas yang mengalir dari utara Kepulauan Filipina, menyusur sebelah timur Kepulauan Jepang dan terus ke pesisir Amerika Utara (terutama Kanada). Arus ini didorong oleh angin barat. | |
Arus Kalifornia | mengalir di sepanjang pesisir barat Amerika Utara ke arah selatan menuju ke khatulistiwa. Arus ini merupakan lanjutan arus kuroshio, termasuk arus menyimpang (pengaruh daratan) dan arus dingin. | |
Arus Oyashio | arus dingin yang didorong oleh angin timur dan mengalir dari selat Bering menuju ke selatan dan berakhir di sebelah timur Kepulauan Jepang bertemu dengan arus Kuroshio (terhambat oleh kuroshio). Di tempat pertemuaan arus dingin Oyashio dengan arus panas Kuroshio terdapat daerah perikanan yang kaya, sebab plankton-plankton yang terbawa oleh arus Oyashio berhenti pada daerah pertemuaan arus panas Kuroshio yang hangat dan tumbuh subur. | |
Selatan Khatulistiwa | Arus Khatulistiwa Selatan | arus panas yang mengalir menuju ke barat sejajar dengan garis khatulistiwa. Arus ini ditimbulkan atau didorong oleh angin pasat tenggara. |
Arus Humboldt atau Arus Peru | lanjutan dari sebagian arus angin barat yang mengalir di sepanjang barat Amerika Selatan menyusur ke arah utara. Arus ini merupakan arus menyimpang serta didorong oleh angin pasat tenggara dan termasuk arus dingin. | |
Arus Australia Timur | merupakan lanjutan arus khatulistiwa selatan yang mengalir di sepanjang pesisir Australia Timur dari arah utara ke selatan (sebelah timur Great Barrier Reef). | |
Arus Angin Barat | lanjutan dari sebagian arus Australia timur yang mengalir menuju ke timur (pada lintang 30°- 40°LS) dan sejajar dengan garis ekuator. Arus ini didorong oleh angin barat. | |
Di sepanjang garis khatulistiwa | Arus pengisi/arus perata disebut “arus kompensasi” | Arus Khatulistiwa Utara dan Arus Khatulistiwa Selatan setelah bergerak,meninggalkan tempat yang tinggi airnya lebih rendah dari sekitarnya, sehingga segera tempat ini diisi oleh aliran air laut baru yang membentuk arus. Contohnya adalah Arus Sungsang Khatulistiwa, yang mengalir sepanjang garis khatulistiwa ke timur dan merupakan arus panas. |
b. Di Samudera Atlantik
Letak | Nama Arus | Penjelasan |
Utara Khatulistiwa | Arus Khatulistiwa Utara | arus panas yang mengalir menuju ke arah barat sejajar dengan garis khatulistiwa dan ditimbulkan serta didorong oleh angin pasat timur laut. |
Arus Teluk Gulfstream | arus menyimpang yang segera diperkuat oleh dorongan angin besar dan merupakan arus panas. Arus khatulistiwa utara (ditambah dengan sebagian arus khatulistiwa selatan) semula masuk ke Laut Karibia terus ke Teluk Mexiko dan keluar dari teluk ini melalui Selat Florida(sebagai Arus Florida). | |
Arus Tanah Hijau Timur atau Arus Greenland Timur, | arus dingin yang mengalir dari laut Kutub Utara ke selatan menyusur pantai timur Tanah Hijau. Arus ini didorong oleh angin timur (yang berasal dari daerah kutub). | |
Arus Labrador | berasal dari laut Kutub Utara yang mengalir ke selatan menyusuri pantai timur Labrador. Arus ini didorong oleh angin timur dan merupakan arus dingin, yang pada umumnya membawa “gunung es” yang ikut dihanyutkan. | |
Arus Canari | arus menyimpang dan termasuk arus dingin. Arus ini merupakan lanjutan sebagian arus teluk yang mengubah arahnya setelah pengaruh daratan Spanyol dan mengalir ke arah selatan menyusur pantai barat Afrika Utara. | |
Selatan Khatulistiwa | Arus Khatulistiwa Selatan | arus panas yang mengalir menuju ke barat sejajar dengan garis khatulistiwa. Arus ini ditimbulkan atau didorong oleh angin pasat tenggara. |
Arus Brazilia | lanjutan dari sebagian arus angin barat yang mengalir ke arah selatan menyusuri pantai timur Amerika Selatan (khususnya Brazilia). Arus ini termasuk arus menyimpang dan merupakan arus panas. | |
Arus Benguela | lanjutan dari sebagian arus angin barat, yang mengalir ke arah utara menyusuri pantai barat Afrika Selatan. Arus ini merupakan arus dingin, yang akhirnya kembali menjadi Arus Khatulistiwa Selatan. | |
Arus Angin Barat | lanjutan dari sebagian arus Brazilia yang mengalir menuju ke timur (pada lintang 30°- 40°LS) dan sejajar dengan garis ekuator. Arus ini didorong oleh angin barat dan merupakan arus dingin. |
c. Di Samudera Hindia
Letak | Nama Arus | Penjelasan |
Utara Khatulistiwa | Arus Musim Barat Daya | arus panas yang mengalir menuju ke timur menyusuri Laut Arab dan Teluk Benguela. Arus ini ditimbulkan dan didorong oleh angin musim barat daya. Arus ini berjalan kurang kuat sebab mendapa hambatan dari gerakan angin pasat timur laut. |
Arus Musim Timur Laut | arus panas yang mengalir menuju ke barat menyusuri Teluk Benguela dan Laut Arab. Arus ini ditimbulkan dan didorong oleh angin musim timur laut. | |
Selatan Khatulistiwa | Arus Khatulistiwa Selatan | arus panas yang mengalir menuju ke barat sejajar dengan garis khatulistiwa yang nantinya pecah menjadi dua (Arus Maskarena dan Arus Agulhas setelah sampai di timur Madagaskar). Arus ini ditimbulkan dan didorong oleh angin pasat tenggara. |
Arus Maskarena dan Arus Agulhas, | arus menyimpang dan merupakan arus panas. Arus ini juga merupakan lanjutan dari pecahan Arus Khatulistiwa Selatan. Arus Maskarena mengalir menuju ke selatan, menyusuri pantai Pulau Madagaskar Timur. Arus Agulhas juga mengalir menuju ke selatan menyusuri pantai Pulau Madagaskar Barat. | |
Arus Angin Barat | lanjutan dari sebagian arus angin barat, yang mengalir ke arah utara menyusur pantai barat Benua Australia. Arus ini termasuk arus menyimpang dan merupakan arus dingin yang akhirnya kembali menjadi Arus Khatulistiwa Selatan. |
Peta Arus Laut Dunia