Saturday, 6 December 2014
On 07:17 by Ischan Afsita Varadela in Chemtool No comments
Chemtool adalah program untuk menggambar struktur terutama senyawa organik. Chemtool mudah digunakan untuk menggambar selain terdapat tools untuk menghitung massa molekular. Instalasi chemtool sangat mudah karena beberapa distro besar memasukkan chemtool ke dalam repository mereka. Bahkan instalasi dari source codenya pun juga mudah. Nah sekarang ayo kita belajar cara menggunakan aplikasi chemtool. Pertama ketika Anda membuka aplikasi chemtool maka muncul tampilan seperti di bawah ini:
![](data:image/png;base64,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)
Untuk memulainya klik menu tools-tempaltes maka akan muncul tampilan seperti dibawah ini. Tampilan templates-carboncycles.pilih struktur yang Anda kehendaki.
Untuk templates sugars maka muncul pilihan di bawah ini. Pilih struktur yang Anda inginkan
Untuk templates amino acids maka muncul pilihan di bawah ini. Pilih struktur yang Anda inginkan.
Untuk templates symbols maka muncul pilihan di bawah ini. Pilih struktur yang Anda inginkan.
Cara memilihnya mudah sekali, misal saya menginginkan struktur glukosa, maka hanya mengeklik strultur glucose yang ada di tempaltes sugars dan hasilnya adalah:
Selain struktur yang sudah disediakan tadi. Anda juga bisa mengambar sendiri strukur yang Anda kehendaki. Semisal ingin membuat sikloheksana, maka caranya adalah klik
Kemudian untuk memberi namanya adalah klik
Subscribe to:
Post Comments (Atom)
Search
بِسْــــــــــــــــمِ اﷲِالرَّØْÙ…َÙ†ِ اارَّØِيم
Wikipedia
Search results
Translate
Blog ini berisi konten yang menarik
About Me
- Ischan Afsita Varadela
- Mahasiswa Jurusan Kimia Universitas Negeri Semarang'12
Popular Posts
Blog Archive
-
▼
2014
(54)
-
▼
December
(39)
- Peristiwa Penting dalam Sejarah Perkembangan Ilmu ...
- Cara Membuat Kalkulator di Power Point dengan VBA
- Cara Menginstal OS Linux Via USB Flashdisk
- Tutorial Software Gamgi
- Tutorial Software GChempaint
- Tutorial Software ChemSketch
- Tutorial Software EasyChem
- Tutorial Software Molecule Shape
- Tutorial Software ChemDraw
- Tutorial Software GElement
- Tutorial Software Molecular Weight Calculator
- Tutorial Software Periodic Table
- Tutorial Software Chemical Calculator
- Video Sistem Periodik Unsur : Lagu
- Video Sistem Periodik Unsur : Tabel Periodik Mende...
- Soal-soal Sistem Periodik Unsur dan Jawabannya
- Sistem Periodik Modern
- Sejarah Sistem Periodik Unsur
- Video Pembelajaran Struktur Atom : The Atom Song
- Video Pembelajaran Struktur Atom : Perkembangan Mo...
- 10 Penemuan Hebat yang Tak Disengaja
- Mun'im Idries X-Files : 30 Menit Kematian Menjempu...
- Laporan Praktikum Kimia Fisik : Laju Reaksi Penyab...
- Laporan Praktikum Kimia Fisika : Adsorpsi Isoterm
- Virtual Lab : Build an Atom
- Tutorial Membuat Soal Interaktif dengan iSpring Suite
- Tutorial Software Chemtool
- Tutorial Software Qutemol
- Tutorial Soal Pilihan Ganda di Power Point dengan ...
- Aplikasi Penghitung Energi Lintasan Elektron
- Aplikasi Penghitung Konstanta Laju Reaksi
- Aplikasi Penghitung pH
- Soal OSN Kimia Tahun 2014
- Rencana Pelaksanaan Pembelajaran Kimia
- Silabus Kimia Kurikulum 2013
- Power Point Interaktif Struktur Atom dengan VBA
- Video Pembelajaran Struktur Atom : Teori Mekanika ...
- Soal-soal Struktur Atom SMA
- Struktur Atom
-
▼
December
(39)
0 comments:
Post a Comment