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Size φD×L(mm)
Maximum Allowable Ripple Current (A rms) at 85℃ 120Hz
WP
耐高纹波,小尺寸,85℃ 2000小时 ,可用于逆变电焊机中.
High ripple current, Smaller size, Load life of 2000 hours at 85℃,
Used in Inverter welding machine.
RoHS指令已对应完毕。Adapted to the RoHS directive.
损耗角正切值(tgδ)
Dissipation Factor (+20℃, 120Hz)
耐久性
Load Life
温度特性 Temperature Characteristics
(Impedance ratio at 120Hz)
+85℃,1000小时贮存后,加额定工作电压处理30分钟,恢复16小时后:
After storage for 1000 hours at +85℃ , U
R
to be applied for 30 minutes and then resumed for 16 hours:
电容量变化率 Capacitance change :±20%初始测量值以内 ±20% of the initial measured value
漏 电 流 Leakage current :≤初始规定值 ≤Initial specified value
损耗角正切值 Dissipation factor :≤2倍初始规定值 ≤2 times of the initial specified value
+85℃,施加含额定纹波电流的额定电压2000小时,恢复16小时后:
After applying rated voltage with specified ripple current for 2000 hours at +85℃ and then resumed for 16 hours:
电容量变化率 Capacitance change :±20%初始测量值以内 ±20% of the initial measured value
漏 电 流 Leakage current :≤初始规定值 ≤Initial specified value
损耗角正切值 Dissipation factor :≤2倍初始规定值 ≤2 times of the iInitial specified value
高温贮存
Shelf Life
漏电流
Leakage Current
项目 Items
使用温度范围
Operating Temperature Range
额定电压范围
Rated Voltage Range
标称电容量允许偏差
Capacitance Tolerance
I≤0.01CV (μA) 或1.5mA (5分钟) 取较小值﹙at 20℃, after 5 minutes, Whichever is smaller﹚
200~450V
-25~+85℃
±20%(120Hz, +20°C)
特性 Characteristics
Rated voltage(V)
tgδ
200V~250V
0.15
400V~450V
0.18
U
R
(V)
Z-25℃/Z+20℃
200V~250V
4
400V~450V
8
单位 Unit: mm
U
R
(V)
50
0.80
120
1.00
300
1.20
1K
1.30
10K
1.41
100K
1.43
频率(Hz)
200~450
CAP(μF)
WV
680
820
1000
1200
1500
1800
2200
2700
681
821
102
122
152
182
222
272
2.6822×50 25×35
25×40
25×45
25×50
25×60
2.68
2.95
3.35
3.85
4.35
30×35
30×40
30×45
30×50
30×60
30×70
2.95
3.35
3.85
4.35
4.95
5.60
35×30
35×35
35×40
35×50
35×55
35×60
3.35
3.85
4.35
4.95
5.60
6.27
22×55 2.85 25×50
25×55
25×60
2.85
3.10
3.80
30×40
30×45
30×50
30×60
30×70
3.10
3.80
4.15
4.65
5.05
35×35
35×40
35×50
35×60
3.80
4.15
4.65
5.05
200V(2D) 250V(2E)
Size
Size Ripple Size Ripple Size Ripple Size Ripple Size Ripple Size Ripple Size Ripple Size Ripple
Φ22 Φ25 Φ30 Φ35 Φ22 Φ25 Φ30 Φ35
CAP(μF)
WV
100
120
150
180
220
270
330
390
470
560
680
820
101
121
151
181
221
271
331
391
471
561
681
821
0.91
1.00
1.21
1.38
1.51
1.70
22×30
22×30
22×35
22×40
22×45
22×50
25×25
25×25
25×30
25×35
25×40
25×45
25×50
0.91
1.00
1.21
1.38
1.51
1.70
2.16
30×25
30×30
30×35
30×40
30×45
30×50
30×60
30×70
1.38
1.51
1.70
2.16
2.35
2.59
3.10
3.45
35×25
35×30
35×30
35×35
35×40
35×45
35×50
35×60
1.51
1.70
2.16
2.35
2.59
3.10
3.45
3.70
22×30
22×35
22×40
22×45
22×50
0.91
1.00
1.20
1.38
1.51
25×25
25×30
25×35
25×40
25×45
25×50
25×60
0.91
1.00
1.20
1.38
1.51
1.90
2.16
30×25
30×30
30×35
30×40
30×45
30×50
30×60
30×65
30×70
1.20
1.38
1.51
1.90
2.16
2.35
2.59
3.10
3.45
35×30
35×35
35×40
35×45
35×50
35×55
35×60
35×70
1.51
1.90
2.16
2.35
2.59
3.10
3.45
3.70
400V(2G) 450V(2W)
Size
Size
Ripple Size RippleSize Ripple Size Ripple Size Ripple
Size Ripple Size RippleSize Ripple
Φ22 Φ25 Φ30 Φ35 Φ22 Φ25 Φ30 Φ35
尺寸 Dimensions
主要技术性能 Specifications
外形图 Case Table
频率修正系数 Frequency Coefficient
系列 Series
特点 Features
Sleeve
Vent
PC board pin-out
?
Sleeve
Vent
PC board pin-out
233232
目录中记载的内容可能未经提示而变更。贵司在购买��请要求提供承认书,并以此为基准使用。
The contents recorded in the catalogue might be changed without any reminder.Please ask for providing the datasheet and take it as standard when purchasing.
目录中记载的内容可能未经提示而变更。贵司在购买时请要求提供承认书,并以此为基准使用。
The contents recorded in the catalogue might be changed without any reminder.Please ask for providing the datasheet and take it as standard when purchasing.