باسكولها:
باسكولها از نظر عملكرد به دو دسته تقسيم ميشوند:
باسكولهای سيكل متناوب
باسكولهای سيكل متوالی
معيارها مهم در عملكرد باسكولها:
پايداری: (در صورت بهم خوردن تعادل مجددا به حالت اوليه برگردد)
حساسيت : (نشان دادن عكس العمل مناسب در مقابل كميت جرم روی باسكول)
دقت : (اعلام وزن يكسان بار در چند نوبت توزين مختلف)
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قابليت توزين بار در باسكولهای سيكل متناوب
برای اين منظور ميتوان از فرمول زير استفاده كرد.
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)
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)
Q w= ظرفيت توزين باسكول به تن در يك شبانه روز
Q c =حد اكثر ظرفيت توزين باسكول در هر سيكل
T =زمان عملكرد باسكولها در يك شبانه روز به دقيقه
k =ضريب اشغال باسكول
C= زمان سيكل
مثال : در صورتيكه
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)
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)
ظرفيت باسكول های خطی را ميتوان با فرمول زير محاسبه كرد
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)
N= ظرفيت باسكول (تعداد كاميون)
m =تعداد كاميون هايی كه همزمان توزين ميشوند
k =ضريب كارايی باسكول ها
t= زمان توزين (دقيقه)
مثال :
n
در صورتی كه يكی از باسكول های راه اهن در هر سيكل يك
كاميون را درمدت 3 دقيقه و با ضريب كارايی 0 8 توزين كند
ظرفيت اين باسكول را در يك شبانه محاسبه كنيد . در صورتی
كه حجم عمليات توزين در اين ايستگاه در هر شبانه روز 700
دستگاه كاميون پيش بينی شود چند دستگاه باسكول لازم
خواهد بود.
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)
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)
باسكول های مكانيكی كه در واقع نسل قديمی باسكول ها هستنند
دارای معايبی هستنند كه در باسكول های نسل جديد كه
اتوماتيك و الكترونيكی هستنند تا حد زيادی مرتفع شده است.
اين موارد عمدتا عبارت اند از:
محدوديت ارسال اطلاعات
نياز به متصدی ثابت
تولورانس زياد عملكرد و وابستگی ان به تجربه اپراتور
سرعت پاين توزين
در مقابل باسكول های الكترونيكی قابليتهای به شرح زير دارند:
امكان ارسال اطلاعات
عدم دخالت اپراتور در روند توزين
دقت بالا
سرعت بالا
سهولت امارگيری بصورت الكترونيكی و ارسال آن
كاهش هزينه های پرسنلی
بار گيری و بار محوری
راه آهن های دنيا از نظر زير سازی به پنج سطح A, B , C, D, E تقسيم شده اند. در هر يك از سطوح فوق ، هر محور واگن ميتواند ميزان مشخصی ازفشار را به شرح زير به خط وارد كند.
راه آهن گروه 16A تن
راه آهن گروه 18B تن
راه آهن گروه 20C تن
راه آهن گروه 22.5D تن
راه آهن گروه 25E تن
اطلاعات مربوط به ميزان بارگيری واگنهای 2 محوره در سرعت های مختلف بر حسب تن
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اطلاعات مربوط ميزان بارگيری واگنهای 4 محوره در سرعت های مختلف بر حسب تن
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)