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Grayhill, Inc. • 561 Hillgrove Avenue • LaGrange, Illinois 60525-5997 • USA • Phone: 708-354-1040 • Fax: 708-354-2820 • www.grayhill.com
Optical and Mechanical
Encoders
Control Knob Accessories
DIMENSIONS In inches (and millimeters)
.660
(16,76)
.092 (2,34)
TYP.
(4 PLACES)
.500
(12,7)
DIA.
Top View Top View
Style 5020
Style 5019
Top View
Style 5028
.730
(18,54)
.710
(18,03)
DIA.
1.090
(27,69)
SPRING CLIP
.500
(12,7)
DIA. .500
(12,7)
1.575 DIA.
(40,01)
OF
.220
(5,59) R.
C
L
.315
(8,00)
.550
(13,97)
DIA.
.220 R.
(5,59)
.400
(10,16)
.215
(5,46)
.393
(9,98)
Available in ABS, .250 dia. shaft in spring clip (press-on). The locking clip
is also available, requires a custom shaft.**
Top View
Style 5029
*See Ordering Information. **Contact Grayhill representative
For prices and discounts, contact a local sales office or Grayhill.
Custom materials, styles and colors are available.
ORDERING INFORMATION
Series
Style*: 5013, 5014, 5015, 5017, 5019, 5020, 5028, 5029
(see dimension drawings for style options)
Shaft Diameter:
J= .125 dia. shaft
E= .157 (4mm) dia. shaft
K= .250 dia. shaft
11K5028-KCNB
Knob Color:
B= Black
G= Gray
Material:
A= ABS (available on the styles 5017 and 5020 only)
N= Nylon
Version:
C= Spring Clip (press-on)
L= Locking Clip (available on the style 5020 only)
M= Metal Insert w/Set Screw(s)
Encoder
54