Iklim
Tanah
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)
Tanah aluvial
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)
Tanah latosol
Kelapa dapat tumbuh di berbagai jenis tanah seperti tanah aluvial, tanah latosol yang bertipe basir. Yang terpenting adalah tanah-tanah tersebut memiliki struktur, aerasi, dna drainase yang baik. Tanaman kelapa sebaiknya di tanam pada tanah yang memiliki kedalaman solum > 1 meter dengan keadaan air tanah yang tidak menggenang (statis). pH optimal untuk pertumbuhan tanaman kelapa adalah antara 6,0 sd 8,0.
Kelapa dapat tumbuh optimal di daerah tropis yakni yang terletak antara
15 derajat LU sd 15 derajat LS.Kelapa yang di tanam atau tumbuh di luar
zona tersebut tidak akan menghasilkan buah seperti tanaman kelapa di Los
Angles, Portugal, dan Florida.
Kelapa tumbuh tumbuh baik di daerah yang berketinggian 0 (pesisir
pantai) sampai dengan 700 meter di atas permukaan laut. Suhu rata-rata
tahunan optimum bagi pertumbuhan kelapa adalah 27 derajat Celcius,
dengan flutuasi tidak lebih dari 6 sd 7 derajat Celcius.
Kelapa menghendaki keadaan drainase, kapasitas menahan air, dan
penyebaran hujan yang sepanjang tahun dibandingkan jumlah curah hujan
yang banyak setiap tahunnya. Keadaan ini tercermin dari pertumbuhan
tanaman kelapa yang ada di sekitar pesisir pantai. Kendatipun tanaman
tersebut tidak mendapat siraman air hujan, pertumbuhannya tetap optimal
akibat keadaan drainase dan kapasitas tanah menahan air yang baik sesuai
dengan apa yang dibutuhkan tanaman kelapa.
Intensitas sinar matahari yang tinggi dibutuhkan tanaman kelapa untuk
produktivitas hasil yang memuaskan, sedangkan tanaman kelapa yang tumbuh
dibawah naungan akan menghasilkan produktivitas yang rendah.
Tanah
Tanah aluvial
Tanah latosol
Kelapa dapat tumbuh di berbagai jenis tanah seperti tanah aluvial, tanah latosol yang bertipe basir. Yang terpenting adalah tanah-tanah tersebut memiliki struktur, aerasi, dna drainase yang baik. Tanaman kelapa sebaiknya di tanam pada tanah yang memiliki kedalaman solum > 1 meter dengan keadaan air tanah yang tidak menggenang (statis). pH optimal untuk pertumbuhan tanaman kelapa adalah antara 6,0 sd 8,0.
Tanaman kelapa yang tumbuh di tempat yang berdekatan dengan sumber air
yang bergerak seperti pesisir pantai atau di tepian sungai umumnya
memiliki kualitas pertumbuhan dan produktivitas hasil yang tinggi. Hal
tersebut dikarenakan air-air yang bergerak mengandung banyak oksigen
yang penting untuk pernafasan akar kelapa.
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