LCD-B便攜型標準天平(0.1g)
LCD-B1200
LCD-B2000
LCD-B3000
LCD-B5000
LCD-B6000
LCD全系在性能價(jià)格比層面上,引領(lǐng)了中國衡器行業(yè)的便攜式經(jīng)濟型天平。
它外觀(guān)時(shí)尚新穎,設計富有時(shí)代氣息,整機工藝嚴瑾、精致,在品質(zhì)上高標準定位。
■稱(chēng)量應用模式
※百分比稱(chēng)重功能
※設定物體稱(chēng)量計數功能
■主要性能特征:
◆應變電阻式質(zhì)量傳感器
◆外部手功校準功能
◆具有克、克拉、盎司等九種可屏蔽單位
◆選配電池驅動(dòng)
◆選配外接顯示器功能
◆選配下掛鉤稱(chēng)量裝置
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)