[Tutorial] Membuat Program Sistem Periodik Kimia

Setelah kemarin membahas tentang Cara Bikin Program Phytagoras Sederhana (kalau yang belum baca bisa dibaca di http://belajarc.com/index.php?kode=1015 ) ,kali ini saya akan mengsharing tentang gimana sih bikin program sistem periodik.

bingung nih apa itu sistem periodik?

Sistem periodik adalah penyusunan unsur-unsur kimia sesuai struktur elektronnya dan diurutkan sesuai golongan dan periode.

loh, kenapa harus disusun? //dibiarkan berantakan juga gapapa kan?

Unsur-unsur itu disusun supaya memudahkan kita untuk mengetahui sifat unsur tersebut, struktur elektron yang mirip cenderung memiliki sifat yang sama

Contohnya : natrium dan hidrogen dari golongan IA atau yang biasa disebut golongan alkali , struktur elektron mereka sama-sama memiliki 1 elektron valensi dibelakang sehingga digolongkan menjadi golongan IA , dan mereka memiliki sifat yang sama berupa sangat reaktif dan berupa padatan.

Terus,Kenapa kita harus bikin program ini?

Dengan adanya program ini dapat memudahkan orang untuk menentukan golongan serta periode unsur.

oke kita akan memulai tutorial gimana sih bikin program sistem periodik (golongan A saja ya)

1. Deklarasi Variabel

Pertama,kita tentuin dulu variabelnya apa…

kalau sebelumnya kita menggunakan “Double” karena adanya perhitungan serta membutuhkan hasil dalam bentuk koma

nah, kalau untuk Unsur Periodik ini kita tidak ada perhitungan , hanya butuh data

sehingga kita menggunakan “String”

dan ditulis seperti menggunakan “Double”

jadi begini :

String Unsur;

2. Membuat Penjelasan Program

Maksudnya gimana sih?

maksudnya kita buat dulu judul programnya serta diberi hiasan agar program tidak terkesan monoton.

disini saya menghias dengan simbol sederhana yaitu “=”

dan ditulis menggunakan “Console.WriteLine”

sehingga :

   Console.WriteLine(“==================================”);
            Console.WriteLine(“|—Program Sistem Periodik Unsur – Unsur Kimia—|”);
            Console.WriteLine(“==================================”);
            Console.WriteLine(“Letak Unsur kimia apa yang ingin anda ketahui?       “);

3. Menentukan Data yang akan Diinput dan Dioutput

nah sebuah program baru bisa dikatakan “Program” jika memiliki data yang bisa dimasukkan dan dikeluarkan //menurut saya

disini data apa yang akan kita masukkan?

tentu saja data unsur bukan ?

terus data apa yang akan kita keluarkan?

yang akan kita tampilkan adalah

data golongan dan periode dari unsur kimia tersebut.

 

Jadi untuk data input kita buat menjadi begini :

Unsur = Console.ReadLine();

Untuk data Output, kita harus proses dulu supaya bisa mengeluarkan data yang kita mau

Sebenarnya ada 2 cara untuk memproses hal tersebut. Yaitu : menggunakan Switch dan menggunakan If,Else If.

Tujuan dari 2 cara tersebut adalah sama. Namun, memiliki cara coding yang berbeda

nah, saya akan membahas kedua cara tersebut.

Jadi kita coba menggunakan Switch untuk data output yang golongan dan If, Else If untuk periode ;

a.  Menggunakan Switch

pertama, kita bikin dahulu

 Console.WriteLine(“Golongan : “);

untuk membedakan data output golongan dan periode nanti 🙂

kemudian

ketiklah “Switch(variabel);”

dan awali dengan {

ketiklah “case “data yang akan diinput”:” (Penting! :untuk case di switch kita akhiri dengan “:” bukan “;” )

jika kemungkinan data yang akan diinput banyak, maka tambahkan case “data yang akan diinput 2”: dibawahnya

terus tulislah apa yang akan dioutput jika memasukkan data input itu dengan Console.WriteLine

setelah itu di “Break;”  jika tidak di break maka program akan error untuk dijalankan

ketiklah “default:” untuk data yang diinput selain case diatas

bisa ditambahkan dengan Console.WriteLine

kemudian jangan lupa tutup dengan }

Contoh penampakkan coding saya menggunakan switch untuk sistem periodik ini :

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