● 本机适用于医药、化工、食品、农药等行业脆性物料的粉碎,用途极为广泛。
● 本机利用活动齿盘和固定齿盘问的高速相对运动,使被粉碎物经齿冲击、摩擦及物料彼此间冲击等综合作用获得粉碎。
● 本机利用活动齿盘和固定齿盘问的高速相对运动,使被粉碎物经齿冲击、摩擦及物料彼此间冲击等综合作用获得粉碎。
● 本机适用于医药、化工、食品、农药等行业脆性物料的粉碎,用途极为广泛。
● 本机利用活动齿盘和固定齿盘问的高速相对运动,使被粉碎物经齿冲击、摩擦及物料彼此间冲击等综合作用获得粉碎。
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)
● 本机利用活动齿盘和固定齿盘问的高速相对运动,使被粉碎物经齿冲击、摩擦及物料彼此间冲击等综合作用获得粉碎。
技术参数:
型号
|
20B
|
30B
|
40B
|
60B
|
生产能力(kg/h)
|
60-150
|
100-300
|
160-800
|
500-1500
|
主轴转速(r/min)
|
4500
|
3800
|
3400
|
2800
|
进料粒度(mm)
|
6
|
10
|
12
|
15
|
成品细度(目)
|
60-120
|
60-120
|
60-120
|
60-120
|
电机功率(kw)
|
4
|
5.5
|
11
|
15
|
重量 (kg)
|
250
|
320
|
550
|
680
|
外形尺寸(长×宽×高)(mm)
|
350×600×1250
|
600×700×1450
|
800×900×1550
|
1000×900×1680
|