5-rasm. Qurilgan noravshan mantiq modelining foydalanuvchi interfey orqali natijasini kuzatish oynasi (Rule viewer)
Rasmda ko’rsatilganidek, kiruvchi parametrlar son bilan ifodalangan va mos holda chiquvchi parametr ham son ko’rinishida natija ko’rsatayapti. Lekin ushbu natijani hisoblash jarayoni noravshan qoidalar asosida qurilgan model bo’yicha amalga oshiriladi. Qurilgan model grafigini ko’rish uchun “View->Surface” menyusiga kiriladi.
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)
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)
6-rasm. Qurilgan noravshan mantiq modelining grafigi.
Xulosa.
Ushbu vazifa orqali tanlangan obyekt xususiyatlari asosida bilimlar bazasini qurish, produksion model ishlab chiqish va noravshan mantiq asosida qaror qabul qilish imkonini beruvchi model qurish o’rganildi.
Foydalanilgan adabiyotlar
Ma’ruza materiali. Noravshan mantiq nazariyasi
Video dars. Noravshan mantiq nazariyasi va Matlab muhitida ishlash
Topshiriqni bajarish uchun namuna
https://drive.google.com/u/0/uc?export=download&confirm=nMrm&id=1hTDQOh13aZd5c4AlFz3aOuZAP9VAbITQ
Do'stlaringiz bilan baham: |