Merhaba Arkadaşlar,
Nesne yönelimli dillerde sınıfların birer varlık(Entity) olarak düşünüldüğüne sıklıkla şahit oluruz. Bu sayede bir Domain' e özgü gerçek dünya varlıklarının tasarlanması ve örneklenerek kullanılması mümkün hale gelir. Üstelik Domain içinde dolaşımda olacak anlamlı nesneler ortaya çıkar. Çok doğal olarak her bir varlığın karakteristik özellikleri bulunur. Nitelik(attribute) olarak da düşünebileceğimiz bu özellikler ilgili varlığın çalışma zamanı(Runtime) durumu hakkında bilgiler taşır. Aslında .Netçi gözüyle bakıldığında sınıf ve özelliklerinden bahsettiğimizi anlamışsınızdır.
Ruby dili içinde sınıf ve özellikler söz konusudur. Aslında özellik(property) şeklinde bir kavram yerine Java' dakine benzer metod kullanımları yer alır. Şimdi dilerseniz bir sınıfın varlığını tanımlayan değerlerini nasıl tanımlayabileceğimize bakalım. Aşağıdaki kod parçacığını bu anlamda ele alabiliriz.
class ZoneV1
def title #1 Accessor Method
@title
end
def capacity=(value) #3 Setter Method
@capacity=value
end
def capacity #2 Accessor Method
@capacity
end
def initialize(title,color,capacity) #0
@title=title
@color=color
@capacity=capacity
end
def to_s
"#{@title}(#{@color}-#{@capacity})"
end
end
class ZoneV2
attr_reader :title #5
attr_writer :color #6
attr_accessor :capacity #7
def initialize(title,color)
@title=title
@color=color
end
def to_s
"#{@title}(#{@color}-#{@capacity})"
end
end
if __FILE__==$0
monsterPark=ZoneV1.new("Monster of Universe","Black",180)
puts monsterPark.to_s
monsterPark.capacity=200 #4
puts "New Capacity #{monsterPark.capacity}"
southPark=ZoneV2.new("South park","Gold")
puts southPark.to_s
southPark.capacity=15
puts "New Capacity #{southPark.capacity}"
southPark.color="Red"
puts southPark.to_s
end
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Örnekte ZoneV1 ve ZoneV2 isimli iki sınıf(Class) tanımı söz konusudur. Her iki sınıfta temel olarak title, color ve capacity isimli özelliklere sahiptir. Ancak tanımlanma şekilleri nitelik(attribute) kavramını aktarabilmek adına farklıdır. Şimdi bunları maddeler halinde inceleyelim.
- Aslında her iki sınıfın veri taşıyan asıl değişkenleri birer Instance Variable' dır. ZoneV1 sınıfında @title, @color ve @capacity değişkenlerine yapıcı metod(initialize) içerisinden ilk değer ataması söz konusudur(#0da bu durumu görebiliriz) @title ve @capacity değerlerini ZoneV1 nesne örneğinden dışarıya sunmak için #1 ve #2 deki Accessor metodlarından yararlanılır. title ve capacity'yi sadece okunabilir(read-only) bir özellik olarak düşünebiliriz. Yani sadece nesne örneklenirken ilk değerini almış, dışarıdan ulaşılabilir ama dışarıdan değeri değiştirilemez.
- Diğer yandan #3de capacity isimli bir Setter metod tanımı daha görülmektedir. Bu metod ile @capacity Instance Variable' ına nesne örneği üzerinden değer ataması işlemi gerçekleştirilebilir. #4 satırındaki gibi. Dolayısıyla capacity değişkeninin hem okunabilir hem de yazılabilir bir nitelik olduğunu ifade edebiliriz.
- ZoneV2 isimli sınıfa bakıldığında attr_reader, attr_wirter ve attr_accessor isimli 3 nitelik tanımı olduğu görülür. (#5,#6,#7 ile başlayan satırlar) Bu tanımlamalara göre title sadece okunabilir bir nitelik olarak tanımlanmıştır. color sadece yazılabilir, capacity ise hem okunabilir hem yazılabilirdir. Dikkat edilmesi gereken nokta bunların birer symbol olarak tanımlanmış olmalarıdır. Buna göre ilgili nitelikler aslında sınıf için gerekli olan Instance Variable' ları otomatik olarak işaret ederler.
- Daha önceki kod parçacıklarında bahsettiğimiz üzere her iki sınıfın to_s metodları ezilmiştir(override)
- Tabi her iki sınıf arasındaki en önemli fark ilkinde Accessor ve Setter metodlarının kullanılması ikincisinde ise sadece niteliklerden(attributes) yararlanılmasıdır. Neden? attribute' lar içsel olarak Instance Variable' ları otomatik olarak kullanır ve işaret ederler. Ancak özellik değerlerine veri atanması veya okunması işlemleri sırasında başka işlemlerin de icra edilmesi isteniyorsa metod blokları ile ele alınmaları gerekir.
Böylece geldik bir kod parçacığının daha sonuna. Tekrardan görüşünceye dek hepinize mutlu günler dilerim.