News Update :


Teropong Bumi, Bintang, dan Panggung



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 disebut juga dengan nama teleskop.
Mungkin kalian pernah melihat teropong, misalnya
di planetarium atau dari gambar-gambar seperti pada
Gambar 6.14. Teropong merupakan alat optik yang dapat
digunakan untuk membantu melihat benda-benda jauh.
Teropong tersusun oleh dua lensa utama seperti mikroskop.
Lensa yang dekat objek juga diberi nama lensa objektif
dan yang dekat mata lensa okuler. Lensa okulerpun
punya sifat yang sama yaitu berfungsi sebagai lup.


Teropong Bintang
Teropong memiliki jenis yang banyak tetapi memiliki
dasar yang sama. Dasar dari teropong itu adalah
teropong bintang yaitu teropong yang digunakan untuk
melihat benda-benda di langit. Setiap teropong diharapkan
dapat digunakan untuk melihat bayangan dengan
cara berakomodasi minimum, sehingga pembentukan
bayangan oleh teropong bintang dapat dilihat seperti
pada gambar.




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

Perhatikan Gambar 6.15, teropong bintang terdiri
dari dua lensa. Sinar dari benda (bintang) di jauh tak
hingga akan dibiaskan menuju fokus lensa objektif.
Kemudian oleh lensa okuler akan dibentuk bayangan di
jauh tak hingga lagi (akomodasi minimum) yang memiliki
sifat : maya, terbalik, diperbesar.

Teropong Bumi
Teropong bumi adalah teropong yang digunakan
untuk melihat benda-benda jauh di bumi. Supaya bayangan
tegak maka teropong bumi dapat dirancang dari
teropong bintang dengan menambahkan lensa pembalik.
Perbesaran yang terjadi sama dengan persamaan 6.15
tetapi panjang teropongnya menjadi persamaan berikut.
Lihat pembentukan bayangannya pada Gambar.
data:image/png;base64,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 

Teropong Panggung
Teropong panggung memiliki fungsi yang sama
dengan teropong bumi. Tetapi untuk membalik bayangannya
(supaya tegak) digunakan lensa negatif (cekung) pada
lensa okuler. Perhatikan Gambar.
data:image/png;base64,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 


jangan asal copas kalau web anda tidak mau diBLOKIR,baca aturannya disini!!!



Anda sedang membaca artikel tentang Teropong Bumi, Bintang, dan Panggung dan anda bisa menemukan artikel Teropong Bumi, Bintang, dan Panggung ini dengan url http://wawasanfadhitya.blogspot.com/2012/04/teropong-bumi-bintang-dan-panggung.html,anda boleh menyebar luaskannya atau mengcopy paste-nya jika artikel Teropong Bumi, Bintang, dan Panggung ini sangat bermanfaat bagi teman-teman anda,namun jangan lupa untuk meletakkan link Teropong Bumi, Bintang, dan Panggung sebagai sumbernya.

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10 comments:

Anonim mengatakan...

kalo M pada teropong bintang bernilai negatif, artinya apa y? mksih

Fandi Adhitya mengatakan...

kurang paham

failina mengatakan...

ijin copy ya pak,untuk tugas fisika. Ditulis kok sumbernya

Jasa Pembuatan Desain Company Profile mengatakan...

Nice post :)

BSA likers mengatakan...

BSA business software alliance. this is unbelieved post. but i like it

Unknown mengatakan...

izin coppy ya pak , saya tulis ko sumbernya. untuk tugas ipa dari sekolah. trimakasih .

Obat Stroke Alami mengatakan...

terima kasih atas informasi yang sudah disampaikan salam sukses selalu !

Anonim mengatakan...

ijin copy om bwt tugas sekolah sumber sudah di cantumkan terima kasih

chenlina mengatakan...

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Unknown mengatakan...

Mw tnya gan lensa pembalik itu jenis cekung ap cembung ya.. “*°●๋•мαкα¢ιн●๋•°*”˜.

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