Home » » 7 JEMBATAN TERINDAH DAN PALING MENAKJUBKAN

7 JEMBATAN TERINDAH DAN PALING MENAKJUBKAN


1. JEMBATAN MILLAU (Jembatan teringgi di dunia) - PERANCIS
 jembatan+millau .com/
Jembatan dengan tinggi 1.125 kaki di atas lembah Tarn di selatan Perancis, melewati jembatan ini serasa seperti terbang, karena jembatan ini sedikit lebih tinggi dari menara Eiffel, merupakan karya dari foster & partners. Pembangunannya sendiri  memakan 3 tahun lamanya dan baru dibuka untuk umum tahun 2004, selain bisa melihat pemandangan lembah dibawahnya, juga menyuguhkan pemandangan yang luar biasa ketika awan mulai terbentuk, jadi serasa kita melayang diatas awan, panjang total dari jembatan ini 8.071 kaki dengan rentangan tunggal sepanjang 1.122 kaki dan kejelasan maksimum dibawah adalah 886 kaki, dek jembatan ditopang oleh 7 pilon yang berbobot 36.000 ton, ketujuh menara masing - masin setinggi 292 kaki dan berbobot 700 ton yang dipasang ke pilon penopang.

2. HENDERSON WAVES (Jembatan pejalan kaki terindah didunia) - SINGAPURA
.com/ data:image/jpeg;base64,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
Jembatan sepanjang 300 meter dengan ketingian 36 meter atau 12 tinggkat dari permukaan jalan, merupakan jembatan pejalan kaki tertinggi dan terindah di singapura, jembatan ini menghubungkan antara taman di Mount Feber dan teluk Blangah Hill.

3. JEMBATAN BANPO (Jembatan air mancur) - KOREA SELATAN
.com/ .com/
Jembatan ini mengalami operasi besar-besaran pada tahun 2008, tepatnya 9 september 2008, ditambahkan sebuah air mancur dengan 10.000 selang yang membentang dikedua pinggirnya, setelah dipasang, jembatan ini berubah menjadi atraksi turis besar, ketika jembatan ini menembakkan 190 ton air per menitnya, dengan memanfaatkan air sungai dibawahnya.

4. JEMBATAN TELUK HANGZHOU (jembatan lintas laut terpanjang didunia) - CINA
.com/  .com/
Surabaya boleh bangga dengan jembatan Suramadu yang melintasi lautan, tetapi di Negara Cina terdapat jembatan lintas laut terpanjang di dunia, jembatan yang melintasi teluk Hangzhou, dengan panjang 35.673 kilometer (22 mil) dengan enam lajur jalan tol dua arah.

5. ROLLING BRIDGE (jembatan dapat menggulung sendiri) - BRITANIA RAYA
data:image/jpeg;base64,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 .com/
Jembatan ini bisa menggulung diri hingga kedua ujungnya bertemu, daripada mengunakan mekanisme jembatan terbuka yang konvensional, yang terdiri dari elemen rigid tunggal yang naik turun ketika kapal lewat.

6. TOWER BRIDGE london bridge (jembatan victorian paling terkenal dan terindah) - BRITANIA RAYA
data:image/jpeg;base64,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 data:image/jpeg;base64,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
Selesai pada tahun 1894 oleh Horace Jones dan Wolfe Barry, dinamakan Tower Bridge karena sesuai dengan dua menara mencolok setinggi 141 kaki dan tower Of London didekatnya, merupakan salah satu markah tanah terkenal di London dan salah satu terindah di London, jembatan sepanjang 800 kaki ini memiliki spasi 28 kaki bila tertutup, tetapi jika terbuka ditengahnya tingginya mencapai hingga 140 kaki yang membolehkan kapal melintas, dalam membangunya mengunakan 432 pekerja selama 8 tahun, pada waktu itu mereka menenggelamkan 70.000 ton beton kedalam 2 pier besar, menempatkan 2 struktur penopang ketempatnya yang masing - masing berbobot 1.000 ton, dan menghiasi seluru jembatan dengan batu portland dan granit cornish untuk menutupi 11.000 ton besi dibawahnya.

7. JEMBATAN OLIVEIRA (jembatan kabel berbentuk X pertama didunia) BRAZIL
data:image/jpeg;base64,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  .com/
Desainya unik dengan 2 dek melengkung melintas satu sama lain melalui penopang berbentuk X.


Pages (38)1234 »
 
Support :
CEWEK PINTAR - All Rights Reserved

Proudly powered by Blogger