螺旋計量稱重系統(tǒng)——電子皮帶秤
本系列電子皮帶秤是在皮帶傳送機上對散狀物料進(jìn)行連續(xù)計量的理想設(shè)備,具有結(jié)構(gòu)簡單、稱量準(zhǔn)確、使用穩(wěn)定、操作方便、維護(hù)量小等優(yōu)點,不僅適用于常規(guī)環(huán)境,而且適用于酸、堿鹽及大氣腐蝕等環(huán)境,廣泛應(yīng)用于建材、冶金、電力、化工、煤炭、礦山、港口等行業(yè)的輸送過程計量
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*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)
結(jié)構(gòu)及工作原理:
電子皮帶秤主要由稱重橋架、壓力傳感器、測速車、測速傳感器、固定架、放大器及稱重儀表組成。當(dāng)膠帶輸送機輸送物料時,物料重量會通過稱重框架傳到壓力傳感器上,通過儀表自動處理系統(tǒng),將重力信號和速度信號轉(zhuǎn)變?yōu)橹亓啃盘柖@示出來。
螺旋計量稱重系統(tǒng)——電子皮帶秤規(guī)格參數(shù)
適應(yīng)帶寬: 500mm—2000m 流 量:0.1-2000t/h
計量精度: ±0.25%-±1.0%(累計量) 使用帶速:≤2.0m/s
物流溫度: ≤80°C 傾 角:≤18°
瞬時流量: kg/min(4-20mA) 噸 脈 沖:任意設(shè)定(NPN,CE)
流量上限: 繼電器觸點 流量下線:繼電器觸點
特點:電子皮帶秤秤控制器是專門用于自動計量控制的儀表。它可以配接多種機械秤體,配有多個模擬和開關(guān)量輸入輸出接口,可以方便的接入DCS集中控制系統(tǒng)。
技術(shù)指標(biāo):
1、輸出電壓:0~5V/0~10V
2、外部開關(guān)量啟動,外部開關(guān)量停機。
3、4~20mA流量設(shè)定輸入(全隔離輸入)。
4、4~20mA瞬時流量輸出(全隔離輸出)。
5、計數(shù)脈沖輸出,全隔離輸出)NPN、24V、100mA、DC。
6、機械觸點輸出:報警,啟動,運行( 24V、1A)。
7、8位+6位數(shù)碼管,20鍵平面鍵盤,LED狀態(tài)指示
8、預(yù)給料功能
9、RS485通訊接口
10、可方便的與各種DCS(集中控制)系統(tǒng)聯(lián)網(wǎng)運
12、外形尺寸:寬380×高167×深553(mm)
皮帶秤傳感器
主要技術(shù)參數(shù):
輸出靈敏度:2.0±0.03mv/v 線性:0.02%F*;S
滯后:0.02%F*;S 重復(fù)性:0.02%F*;S
零點輸出:±1%F*;S 零點溫度影響:0.02%F*;S/10
零點平衡:±1.0% 激勵電壓:15V
工作溫度影響:-30~+70℃
螺旋計量稱重系統(tǒng)——電子皮帶秤工作原理
易于與皮帶稱組件緊湊地安裝在一起,提供一個在返回皮帶上旋轉(zhuǎn)傳感器輪所產(chǎn)生的信號,十字桿定位在長支承梁之間,測速輪在返回皮帶的前后托輥之間。自重保證轉(zhuǎn)輪的位置在返回皮帶的中間,輪驅(qū)動內(nèi)部傳感器,由光電式傳感器發(fā)出脈沖信號。
產(chǎn)品特點:
采用堅固的設(shè)計,產(chǎn)品耐用;
易于操作,低的安裝費用;
的皮帶速度檢測