Belajar Database

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
Pada postingan kali ini ane mau bagi-bagi tutorial yang udah ane pelajari yaitu tentang Basis data. Basis data (ataudatabase) adalah kumpulan data atau informasi yang disimpan (diolah) sebagairepresentasi fakta dunia yang mewakili suatu objek yang direkam dalam bentukangka, huruf, symbol, teks, gambar, bunyi atau kombinasinya di dalam komputerdengan menggunakan sistem basis data (DatabaseManagement System) contoh MySQL, Access, PostegreSql dll.
Database jugamerupakan sekumpulan data atau informasi yang saling berhubungan pada setiapbaris dan kolomnya sehingga data atau informasi dapat terintegrasi dengan baikdidalam komputer, sebagai contoh 1.1, sekumpulan data pada ilustrasi tabelberikut;
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
gambar 1.1

Keterangan :            
Data yang terdapat dalam database merupakan data atauinformasi (data yang telah dioalah / proses) yang saling berhubungan, Sebagaicontoh, field (kolom) nim yangmemiliki induk 12340 merupakanbagian dari mahasiswa yang bernama Thaliadengan jenis kelamin perempuan dan memiliki nilai akhir A yang teroganisasisebagai satu baris (row) data atau informasi tersebut danpola tersebut berlaku sama pada kolom dan baris (record) selanjutnya yang disimpan secara bersama tanpa adanyapengulangan (redundancy).
Hierarakidatabase merupakankonsep dasar database yang dapat digambarkan sebagai berikut, sebagaicontoh  1.2, Hierarki database sebagaiberikut;

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
gambar 1.2

Sedangkan yang dimaksud dengan Tabel merupakan kumpulan data (nilai) yangdiorganisasikan ke dalam baris (row) dan kolom (field), setiap basis data(database) tersusun atas satu atau banyak tabel, seperti pada contoh ilustrasi 1.1bahwa setiap tabel yang terdapat dalam database memiliki bagian data yangterbagi ke dalam baris (row) horizontal dan kolom (field) vertikal. Masing - masingkolom memiliki nama specifik dan unik.
Dari tabel kemudian kita kenal field dan record. Field merupakan kolom data dari sebuahtabel vertikal. Field memiliki ukurantype data tertentu yang menentukanpola penyimpanan data yang nantinya akan disimpan kedalam tabel database,sebagai contoh type data integer(bilangan bulat), text, dll. Row merupakan baris data dari sebuahtabel horizontal, atau juga dapatdisebut juga sebagai record yangmerupakan kumpulan nilai yang saling terkait atau berhubungan dengan diwakilioleh field (kolom) yang memiliki data pada baris (row) tersebut seperti padacontoh ilustrasi 1.1. 
Dalam database kita juga akan mengenal yang namanya key. Key pada dasarnya merupakan suatu fieldyang dapat dijadikan kunci dalam operasi tabel. Dalam konsep database, keymemiliki banyak jenis diantaranya Primary key, Foreign key, Composite key, dll.
 Primary key merupakan suatu nilai yang terdapatdalam basis data untuk mengidentifikasi keunikan baris-baris dalam tabel, yangbiasanya digunakan untuk kepentingan relasi database sebagai candidate key(attribute didalam relasi yang memiliki nilai unik) untuk mengidentifikasibaris (tupel dalam istilah relasi) antar tabel. sebagai contoh 1.4, Ilustrasimengenai key (primary key);


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gambar 1.3
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
gambar 1.4

 Keterangan:
Pada dasarnya tabel biasa yang tidak memiliki key juga dapatdigunakan, namun dalam tabel tersebut tidak memiliki keunikan dan ketelitianyang dirujuk sebagai kunci utama dalam operasi tabel. 

Selanjutnya kita juga akan mengenal yang namanya relationship. Relationship pada dasarnya adalahsuatu keterkaitan atau keterhubungan, atau dalam tabel terdiri dari beberapakolom (field) dan beberapa baris (row) yang terasosiasi oleh beberapa tabeluntuk mendefinisikan hubungan antar tabel tersebut. Sebagai contoh 1.5,Ilustrasi relasi atau relationship  

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
gambar 1.5
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
gambar 1.6
 
Relasi antartabel juga terbagi menjadi 3 jenis, yaitu :

·        One to one ( 1:1 )
adalah suatu entitas didalamhimpunan entitas A dihubungkan dengan paling banyak satu entitas didalamhimpunan entitas B,dan entitas didalam entitas himpunan B dihubungkan denganpaling banyak satu entitas dalam himpunan entitas satu A.

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gambar 1.7
·        One to many ( 1:M )
adalahsuatu entitas didalam himpunan entitas A dihubungkan lebih dari satu entitasdidalam himpunan entitas B,dan entitas didalam himpunan entitas B hanya dapatdihubungkan dengan paling banyak satu entitas dalamhimpunan entitas A.
data:image/png;base64,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
gambar 1.8
·        Manyto many
adalahsuatu entitas didalam himpunan entitas A dapat dihubuungkan lebih dari satuentitas didalam himpunan entitas B,dan entitas didalam entitas himpunan B dapatdihubungkan lebih dari satu entitas dalam himpunan entitas A.
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
gambar 1.9
Inilah sedikit tutorial tengtang apa itu basis data. bagi agan-agan yang mau tau bagaimana caranya membuat/menciptakan basisdata silahkan menuju artikel saya berikutnya tentang menciptakan basisdata.


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