Smart Weigh ya himmatu wajen taimaka wa abokan ciniki su kara yawan aiki a rahusa.
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Smart Weigh ya himmatu wajen taimaka wa abokan ciniki su kara yawan aiki a rahusa.
Marubuci: Smartweigh-Multihead Weighter
Duk wanda ya san ma'aunin ma'auni da yawa ya san menene ma'aunin algorithm na ma'aunin ma'aunin manyan kai. Fahimtar ma'aunin ma'aunin ma'auni na multihead wata fasaha ce mai mahimmanci ga ƙwararru. Editan ya tattara ƙwararrun masaniyar wannan dabarar ma'aunin nauyi mai yawan kai kuma ya raba tare da ku. Bari muyi magana game da tsarin algorithm na ma'aunin ma'aunin multihead. Ma'aunin nauyi da yawa yana da nau'ikan algorithm guda biyu: dabarar ƙididdige ƙimar abinci na ma'aunin asara-a-nauyi da tsarin ƙididdige ma'aunin nauyi Ƙimar asarar nauyi na ciki an bayyana shi azaman: MT=dG/dt inda MT: ƙimar ciyarwa dG : ƙimar asarar nauyi dt: zagayowar auna Adadin ciyarwa a ƙarƙashin yanayin nuni na kayan auna za'a iya ƙididdige su ta hanyar dabara mai zuwa: MT = n(d)± β*d1)/(td±te) a cikin dabara d: ƙimar sikelin da aka nuna ta kayan auna n: adadin canje-canje a cikin ƙimar sikelin da aka nuna d1: ƙuduri a cikin kayan auna - ma'aunin kuskuren ma'auni, yawanci β=O.6td: lokacin aunawa. te: the timing error coefficient, yawanci te=0.001 2. Ma'aunin ƙididdiga na ƙididdiga: A cikin cikakkiyar zagayowar tarawa, ma'aunin nauyi na fitar da ba shi da nauyi ya ƙunshi sassa biyu, wato ma'aunin fitarwa da aka auna da adana shi da kayan awo da nauyin fitar da ba a aunawa a lokacin ciyarwar hopper mai awo. Nauyin fitarwa mai mita.
Gq = VA + VDVA = (VH + ￡H)-( VL-￡L) VD = MTL * tF A cikin dabarar, VH: iyakar girman nauyin ciyarwa a cikin hopper VD mai aunawa: ƙananan iyaka na nauyin ciyarwa a cikin auna hopper ￡H : Kuskuren aunawa a babban iyakar ƙimar ƙimar ƙimar Digiri don wakiltar: MTL=K (d)± β*d1)/(1±te) Lokacin ciyarwa ya dogara da ƙimar ciyarwar abinci MF na ƙofar ciyarwa, MF≈10 MT tF = VA/MF1 Cikakken sake zagayowar tarawa shine: te = tF + td Matsakaicin adadin kwarara shine: Mq = Gq/tn Nauyin fitarwa na kowane sake zagayowar yana ci gaba da tarawa, kuma tarin lokaci t=0--tn za a iya lissafta nauyi.
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