Most ismerkedsz csak az SQL nyelvvel és jó lenne valami egyszerű és gyors módja a gyakorlásnak? SQL-eznél, de se időd, se kedved tanulási célból különféle adatbázisszervereket telepíteni a számítógépedre? Akkor itt a megoldás…
Az SQL nyelv elsajátításához elengedhetetlen, hogy kipróbáld és gyakorold a tanult nyelvi elemeket. Mivel azonban az SQL nyelv nem él meg adatbázis nélkül, általában telepítenünk is kell(ene) hozzá valamilyen adatbázismotort, legyen az MS SQL, MySQL, PosgreSQL, Oracle, stb. Ez sokaknak leküzdhetetlennek tűnő akadályként jelenik meg és emiatt sokan abba is hagyják az SQL nyelv tanulását.
Bár vannak elérhető magyar nyelvű telepítési útmutatók MS SQL Server Express-hez, kezdetben mégiscsak jobb lenne egy online gyakorló felület.
Ez alkalommal két online SQL gyakorlási lehetőséget fogok bemutatni. Az egyik a W3School online SQL gyakorló felülete, a másik pedig az SQLFiddle nevű program.
W3Schools - SQL
A w3schools.com bizonyára ismerős lehet már számodra, ha már belekóstoltál a fejlesztés világába. A w3schools.com-nak mindenhol van egy beépített gyakorló felülete egy ún. „sandbox” (ún. homokozó), amelyben kipróbálhatod a kódokat.
Szerencsére SQL-hez külön is van egy ilyen felület, amelyet most közelebbről is megnézünk. Ezen a linken érheted el.
Nagyon egyszerű a használata, mert már van egy kész adatbázis, adatokkal feltöltött táblákkal, amely a képernyő jobb szélén látható, és ha rákattintasz valamelyik táblára, akkor azonnal generálódik hozzá egy SELECT utasítás, amely le is fut, megjelenítve a tábla tartalmát.
![W3Scool SQL gyakorló felület](/pics/Img01_W3SchoolPlatformFeliratokkal.png)
Gyakorlatilag bármilyen táblára vonatkozó utasítást elfogad. Természetesen vannak korlátai, mivel a szabvány SQL-t tudja biztosan, de pl. a Transact-SQL specifikusabb oszlopfüggvényeket már nem feltétlenül ismeri fel.
Mindezek ellenére az első szárnypróbálgatáshoz kiválóan megfelel. Például a - még egy ideig elérhető - Ingyenes SQL Alapok bevezető tanfolyamomban használt utasítások mindegyikét ki tudod itt próbálni, természetesen az itteni táblákkal és adatokkal.
Ha ennél okosabb felületre vágynál, akkor pedig ajánlom figyelmedbe az SQLFiddle-t.
SQLFiddle - SQL
Az SQLFiddle is egy online felület, amelyen könnyedén kipróbálhatod az SQL parancsokat, ezért kezdetben megfelelő lehet számodra tanulási célokra. Ez már jóval többet tud az előzőnél, de az adatbázist, amelyben dolgozol, azt neked kell létrehoznod. Ez talán nehezebb lehet egy kezdőnek, viszont nagyobb szabadságot ad, és ha kiválasztod az MS SQL Server-t, akkor ténylegesen egy SQL Server van mögötte és Transact-SQL-t tudsz használni.
Az SQL Fiddle egyébként több beépített adatbázismotort is tartalmaz, mint MS SQL Server, MySQL, PostgreSQL, Oracle és SQLite.
A következőkben lépésről lépésre bemutatom, hogyan kell használni:
1. Egyszerűen válaszd ki a számodra szükséges adatbázist a bal felső sarokban lévő legördülő menüből! Ha az én tanfolyamaimat követed, akkor az MS SQL-t.
![SQL Fiddle adatbázismotor 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)
2. Miután kiválasztottad, hogy melyik adatbázismotort szeretnéd használni, első lépésben létre kell hoznod egy sémát. Ebben a környezetben a séma az adatbázistáblá(k)at jelenti adatokkal.
Az Ingyenes SQL Alapok Tanfolyamomban szereplő Vevők (=Customers) táblát mutatom meg, hogyan kell létrehozni, ez lesz a séma.
A tábla oszlopai a következők: Vevő azonosító (= CustomerID), Vevőnév (= CustomerName), Vevő életkora (= Age), Város (= City), Utolsó vásárlás dátuma (=LastPurchaseDate).
Legyen kiválasztva az MS SQL Server 2014 és a baloldali ún. schema panel-be másold be az alábbi kódot!
CREATE TABLE [dbo].[Customers](
[CustomerID] [int] IDENTITY(1,1) NOT NULL,
[CustomerName] [nvarchar](50) NULL,
[Age] [int] NULL,
[City] [nvarchar](50) NULL,
[LastPurchaseDate] [datetime] NULL,
CONSTRAINT [PK_Customers] PRIMARY KEY CLUSTERED
(
[CustomerID] ASC
)WITH (PAD_INDEX = OFF, STATISTICS_NORECOMPUTE = OFF, IGNORE_DUP_KEY = OFF, ALLOW_ROW_LOCKS = ON, ALLOW_PAGE_LOCKS = ON) ON [PRIMARY]
) ON [PRIMARY]
Majd kattints a Build Schema gombra!
![SQLFiddle Create schema](/pics/Img04_SQLFiddleQueryPanelActive.png)
Ha parancs rendben lefutott, akkor alul kiírja, hogy Schema Ready és a jobb oldali panel aktívvá válik, azaz írhatsz már lekérdezéseket.
Ellenőrizheted is ezt a Browser gombra kattintva, ahol megjelenik az imént létrehozott Customers tábla (Ezután a DDL Editor gombra kattintva juthatsz vissza az eredeti felületre).
![SQLFiddle schema browser](/pics/Img03_SQLFiddleSchemaBrowser.png)
3. Kellenek azonban adatok is, amelyeket lekérdezhetsz, tehát hozz létre adatokat. Ezt újra a bal oldali panelen teheted meg, folytatólagosan.
Az alábbi kódot másold be a baloldali panelra ismét, majd jelöld ki és kattints újra a Build Schema gombra.
GO
SET IDENTITY_INSERT [dbo].[Customers] ON
GO
INSERT [dbo].[Customers] ([CustomerID], [CustomerName], [Age], [City], [LastPurchaseDate]) VALUES (1, N'Lucky Luke', 55, N'Pécs', CAST(N'2016-02-11 00:00:00.000' AS DateTime))
GO
INSERT [dbo].[Customers] ([CustomerID], [CustomerName], [Age], [City], [LastPurchaseDate]) VALUES (2, N'Scooby Doo', 30, N'Budapest', CAST(N'2016-02-23 00:00:00.000' AS DateTime))
GO
INSERT [dbo].[Customers] ([CustomerID], [CustomerName], [Age], [City], [LastPurchaseDate]) VALUES (3, N'Turpi Úrfi', 40, N'Sopron', CAST(N'2015-09-16 00:00:00.000' AS DateTime))
GO
INSERT [dbo].[Customers] ([CustomerID], [CustomerName], [Age], [City], [LastPurchaseDate]) VALUES (4, N'Tapsi Hapsi', 27, N'Szeged', CAST(N'2015-10-30 00:00:00.000' AS DateTime))
GO
INSERT [dbo].[Customers] ([CustomerID], [CustomerName], [Age], [City], [LastPurchaseDate]) VALUES (5, N'Maci Laci', 70, N'Szolnok', CAST(N'2015-11-25 00:00:00.000' AS DateTime))
GO
INSERT [dbo].[Customers] ([CustomerID], [CustomerName], [Age], [City], [LastPurchaseDate]) VALUES (6, N'Pán Péter', 62, N'Miskolc', CAST(N'2016-01-14 00:00:00.000' AS DateTime))
GO
INSERT [dbo].[Customers] ([CustomerID], [CustomerName], [Age], [City], [LastPurchaseDate]) VALUES (7, N'Spongya Bob', 18, N'Székesfehérvár', CAST(N'2015-12-18 00:00:00.000' AS DateTime))
GO
SET IDENTITY_INSERT [dbo].[Customers] OFF
GO
![SQLFiddle Build Schema Insert Data](/pics/Img05_SQLFiddleBuildSchemaInsertData.png)
4. Most már van táblád és benne adatod is, így nincs más hátra, mint a legegyszerűbb lekérdezés megírása.
A jobboldali panelbe írd be az alábbi kódot és kattints a Run SQL gombra és már tudod is használni a programot.
SELECT * FROM Customers
![SQLFiddle Query Panel](/pics/Img06_SQLFiddleQueryPanel.png)
Természetesen bármilyen lekérdezést írhatsz, amelyet az SQL Server tud értelmezni, és amely utasításhoz van jogosultságod. Tanulási célra kiváló.
Miért érdemes mégis telepítened egy adatbázisszervert?
A fentiekben megnéztünk közelebbről két alkalmazást is, amely komoly segítséget nyújthat számodra a tanulási folyamatban. Mégis, ha komolyan gondolod az SQL tanulást, akkor érdemes saját adatbázisszervert telepíteni a gépedre.
Több szempontból is jó, ha van saját adatbázisszervered:
- Azt csinálsz vele, amit akarsz
- Nem veszik el, ha kikapcsolod a gépedet
- Saját adatbázisod lehet, akár több is, a saját struktúráddal
- Mindig ott van és úgy marad ott, ahogy hagytad, tehát bármikor folytathatod a tanulást/fejlesztést ott ahol abbahagytad
- Bármely nyelvi elemet kipróbálhatod benne
- Könnyebb a kezelése és még egy kis adatbáziskezelést is tanulsz közben
- Gyakorlatilag nincsenek korlátok :-)
Természetesen kezdetben bőven elég valamely gyártó ingyenes Express verzióját telepíteni.
A Microsoft SQL Server Express termékcsaládot jó szívvel ajánlom kezdésként, amely egyébként üzleti felhasználásra is ingyenes (!), mert könnyű telepíteni és a kezelőfelületeit pl. az SQL Server Management Studio–t is elég egyszerű használni.
A Microsoft SQL Server nyelve a Transact-SQL vagy röviden T-SQL, ez a szabvány SQL egy dialektusa. A T-SQL alapok nagyon jól jönnek más gyártók SQL-jének megismeréséhez is.
Ha meggyőztelek, hogy telepíts a gépedre egy adatbázisszervert, akkor itt találsz telepítési útmutatókat.
Ha mégsem, akkor elérhetők a bejegyzés első részében bemutatott online lehetőségek.
A legfontosabb azonban, hogy ne add fel az SQL nyelv tanulását, mert nagyon sokat profitálhatsz belőle mind IT-s, mind gazdasági területen!