![](data:image/png;base64,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)
– 33 –
RBC-TWP30E2, RBC-TWP50E2 (Simultaneous Twin)
Inner diameter Ø C
Inner
diameter Ø D
Inner
diameter Ø D
A
B
Model (RBC-)
TWP30E2
Liquid side
Gas side
TWP50E2
Liquid side
Gas side
ABCD
36 14 Ø9.5 Ø6.4
43 23 Ø15.9 Ø12.7
34 14 Ø9.5 Ø9.5
44 21 Ø15.9 Ø15.9