Xbee ve Zigbee'ye giriş - Tundra blog

Feel the cooling sensation of knowing things...


It is a programming blog btw

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

23 Kasım 2013 Cumartesi

Xbee ve Zigbee'ye giriş

Merhaba, bu yazıda Xbee hakkında birşeyler bulacaksınız. Hafif ve eğlenceli bir konu olması için gerekeni yapacağım.
Yazı 3 kısımdan oluşuyor:
1-Xbee hakkında bilgiler
2-"at" komutları (Xbee programlama için)
3-örnek program
Soru ve görüşleriniz varsa, lütfen yorum bırakın :)
1-XBEE hakkında bilgiler
Xbee'yi bilen bilir, kişisel-kurumsal herhangi bir kablosuz ağ kurabilirsiniz. Oldukça da ekonomiktir. Tabi bunlar işin teferruatı. Xbee modüllerini kullandıkça, onun gerçek yeteneklerini açığa çıkaracaksınız. Ve eğer ilgiliyseniz, gerçekten sıkılmayacağınız bir konu.


xbee

Xbee/Zigbee'nin tarihinden bahsetmek istemiyorum. Onun yerine Xbee  modüllerini kullanmak hakkında birşeylerden söz edeceğim.
Her Xbee modülü programlanmaktadır. Bu ister bir grafik arayüz, ister bir terminalle olabilir. Neyi programlıyoruz? Başlıca şunları:
1-Tabi ki Xbee modülüne bir isim veriyoruz,
2-Kablosuz ağımızı tanımlayıp numaralandırıyoruz. Bu, diğer XBEE ağları ile karışmaması için yapılmaktadır.
3-Her modülün veri aktaracağı diğer modülü tanımlıyoruz. Normalde, bir modül sadece başka bir modülle haberleşebilir. Tabi ki broadcasting (çoklu yayım)için özel bir parametre girmek gerekiyor.
Bir hatırlatma: Yeni tip XBEE modülleri (versiyon 2.0 ve üstü) kullanılarak bir Mesh ağı oluşturulabilir. Benim kullandığım tip modüller, birazcık ilkel :) version 1.1 Version 2 olmayan modüller için "digimesh" adlı bir yazılıl kullanılmaktadır. Digimesh ile ilgili bir yazı hazırlamaktayım. Sizle paylaşacağım yakın zamanda.
4-Modülün iletişim hızını belirleriz. (baudrate olarak)
Xbee modülünün başlıca programlanma başlıkları bunlardır. Her modül tek tek programlanır. Bu işlem, modülün veri giriş bacağına gönderdiğimiz bir dizi veriden ibarettir. Ve gerekli konfigürasyonları yapılır.

08687-07-L

Bu işlemi yapmak için birkaç seçeneğimiz var tabi ki:
1-Öncelikle, Xbee modülünün bağlanacağı bir explorer, veya kendi kuracağınız bir devre gerekiyor. (Modülün besleme voltajları ve bazı pinler kritik derecede hassastır. Bu yüzden bir explorer devresi almanızda fayda var. Yoksa modül zarar görebilir.)
2-Programlamak için "X- CTU" programını kullanabilirsiniz. Bu program bir terminalin aksine, grafiksel bir arayüzle modülü kolayca programlamanızı sağlıyor.

X-CTU%20Modem%20Configuration

3-X-CTU'ya alternatif olarak herhangi bir hiperterminal programı kullanabilirsiniz. Bu programlar, sizin istediğiniz porttan, sizin istediğiniz protokolde iletişim sağlar. Örnek olarak "PuTTy" çok sık kullanılır. Putty programını kullanırken yapmanız gereken: gerekli konfigürasyonları girmek ve açılan terminalde, "at" komutlarını girmektir.

putty3

Her komuttan sonra, modülden "OK" cevabı almak farzdır. :)
 2-"AT" komultarı 
Bu komutlar, xbee modüller için oluşturulan resmi komutlardır. Terminalden direkt olarak konfigüre etmek için bu komutlar kullanılır. Temel 7 tane komut vardır.
+++: Modülü programlamaya hazırlamak için gönderilir.
ATMY: Modülün numaralandırılması için kullanılır.
ATDL: Modülün Haberleşeceği diğer modül için kullanılır. Buna göre bir modül yalnızca bir adrese veri gönderebilir.
(Tabi yeni çıkacak versiyonlarda bu konuda çalışmalar yapılmaktadır.)
ATID: Modüllerin kullanacağı PAN (Kişisel alan ağı) numarası. Ortamdaki tüm modüller aynı ağı kullanmalıdır.
ATBD: Baudrate ayarlamak için kullanılır. Her rate için farklı bir numara vardır.
0:1200 bps
1:2400 bps
2:4800 bps
3:9600 bps
4:19200 bps
5:38400 bps
6:57600 bps
7:115200 bps
ATWR: Gönderdiğiniz verileri( yaptığınız değişiklikleri) kalıcı hafızaya yazar.
ATCN: Konfigürasyonu sonlandırır.
Terminalden gönderdiğiniz her veri olumlu sonuçlanmayacaktır. Ama olumlu sonuçlanan her komuttan sonra, modül size "OK" mesajı gönderir.

Bir deneme programı yazalım. Şuan 2 modülümüz var.
modül 1:
+++
ATMY 1
ATDL 2
ATID 1000
ATBD 3
ATWR
ATCN
modül 2:
+++
ATMY2
ATDL1
ATID1000
ATBD3
ATWR
ATCN
Dikkat edilmesi gereken noktalar
her komuttan sonra ekranda "OK" yazısı görünmelidir.
Her komut dizisine "+++" yazarak başlanır.
HER modülün "ATID" değeri aynı olmalıdır. Yoksa aynı ağda konuşamazlar.
Her modülün baudrate'i aynı olmak zorundadır. Yani ATBD değerleri daima aynı olmalıdır.
Değiştirmeleri yaptıktan sonra Mutlaka "ATWR" ile Bu bilgiler belleğe yazılmalıdır.
Her oturum "ATCN" ile kapatılmalıdır.
Modül numarası: 0000- FFFE(hexadecimal) arası herhangi bir numara olabilir.
Bu durumları gözönünde bulunmanız gerekiyor. Bir ek bilgi de şu: Eski versiyon modüllerde iletişim point-to-point yapılıyor. Yani bunun anlamı, bir modül sadece tek modüle veri gönderebilir.
Birden fazla modüle veri gönderebilme işlemi için özel oluşturulmuş bir adres var. ATDL (destination address) yerine "FFFF" yazdığımızda, bu modül public bir kanalla diğer tüm modüllere verisini gönderir. Bunu "BroadCasting" olarak düşünebilirsiniz.
Hatta size bir büyük-ağ örneği de vereyim. Elimizde 3 modül var ve bunlardan biri merkez olsun. Merkezdeki modül diğer 2 modüle veri gönderiyor ve alıyor.

Modül M:
+++
ATMY 0
ATDL FFFF
ATID 20
ATBD 4
ATWR
ATCN

Modül 1:
+++
ATMY 1
ATDL 0
ATID 20
ATBD 4
ATWR
ATCN

Modül 2:
+++
ATMY 2
ATDL 0
ATID 20
ATBD 4
ATWR
ATCN

Gördüğünüz gibi burada ATMY (modül adresleri) değişti.
Ve yine farketmişsinizdir: Merkez modülün ATDL'si FFFF olarak,
Diğer modüllerin ATDL'leri de 0 olarak yazıldı.
Bunun anlamı: Merkez modül diğer 2 modüle veri gönderebilir. Diğer modüller de sadece merkez modüle veri gönderebilir.
Bu yazıyı güncel tutmaya çalışacağım. İlgilenirseniz blogda birkaç güzel yazı da bulabilirsiniz.


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