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AIR HAMMER
Single Impacting Type
DWYER INSTRUMENTS, INC. | dwyer-inst.com372
Bin Vibrators/
Aerators
LEVEL
The Series IPV Air Hammer helps to smooth the ow and prevent accumulation
inside of containers. It is often applied to a pipe or clean elbow in a tank lled with
humidity or low specic gravity material.
FEATURES/BENEFITS
• High strength aluminum housing
• Impact force and interval timing can be adjusted as needed
• Magnetic hammer stores magnetic strength to increase the piston’s impact power
• Includes mufer for exhaust port.
APPLICATIONS
• Bin vents
• Bag houses
• Dust collectors
HOW IT OPERATES
The IPV series air hammer contains a powerful magnet inside the hammer. The
hammer and magnet are tightly closed before activation. As the inlet air pressure gets
higher than the force, this tightens the hammer and magnet. The hammer and magnet
will separate and cause more strength for impact power. The spring will bring the
hammer back to the initial position automatically after the impact. By doing this, the
air pressure will be released and the strength of the air pressure will be delivered to
the target impact container. It will help to smooth the ow and prevent accumulation
inside the container.
SPECIFICATIONS
Temperature Limit: 212°F (100°C).
Noise Level Range: 60 to 75 dBA.
Supply Pressure: 43.5 to 87 psi (3 to 6 bar).
Air Consumption: See model chart.
Air Connection: 1/4˝ BSPT female with 1/4˝ OD push to connect adapter on IPV-1,
IPV-2 and IPV-3; 3/8˝ BSPT female with 3/8˝ OD push to connect adapter on IPV-4.
D
ØH
ØC
Model A B C D H IN/OUT
IPV-1
IPV-2
IPV-3
IPV-4
5-7/16 [138.11]
6-35/64 [166.69]
8-13/64 [208.36]
10-19/32 [269.08]
3-5/32 [80.17]
3-15/16 [100.01]
5-33/64 [140.10]
6-25/32 [172.24]
2-3/8 [60.33]
2-61/64 [75.01]
4-9/64 [105.17]
5-33/64 [140.10]
31/64 [12.30]
41/64 [16.27]
41/64 [16.27]
61/64 [24.21]
23/64 [9.13]
7/16 [11.11]
19/32 [15.08]
3/4 [19.05]
1/4 BSPT
1/4 BSPT
1/4 BSPT
3/8 BSPT
ELECTRIC BIN VIBRATOR
Adjustable Vibration Intensity
The Series EBV Electric Bin Vibrator features an adjustable force, which increases
the application exibility and reduces equipment downtime and labor expense. The
low amperage draw at 120 V reduces power consumption and makes the vibrators
usable in any application. The EBV is capable of running continuously at 100% force
output without overheating or mechanical damage.
FEATURES/BENEFITS
• NEMA 4X (IP66) aluminum housing
• Centrifugal force can be adjusted as needed
• Silent operation at 20 dB
APPLICATIONS
• Bin vents
• Bag houses
• Dust collectors
SPECIFICATIONS
Power Requirements: 120 VAC.
Power Consumption: See model chart.
Temperature Limits: -4 to 104°F (-20
to 40°C).
Enclosure: Aluminum.
Enclosure Rating: NEMA 4X (IP66).
Noise Level: 20 dB.
Electrical Connection: Electrical
junction box.
Rotational Speed: 3600 RPM.
Weight: See model chart.
Agency Approvals: CE.
A
B
C
DIMENSIONS - IN (MM)
Model A B C D E
EBV-1
EBV-2
EBV-3
EBV-4
5-1/8 (130)
5-1/8 (130)
5-1/8 (130)
6-7/64 (155)
5-23/64 (136)
5-23/64 (136)
6-17/64 (159)
6-23/32 (170)
8-5/16 (211)
8-5/16 (211)
9-3/32 (231)
10-23/64 (263)
4-11/64 (106)
4-11/64 (106)
4-11/64 (106)
4-7/16 (113)
2-43/64 (68)
2-43/64 (68)
2-43/64 (68)
5-1/8 (130)
SERIES IPV | PROXIMITY
®
BY DWYER
®
SERIES EBV | PROXIMITY
®
BY DWYER
MODEL CHART
Model
Impulse
lbf•s (N•S)
Air Consumption
in
3
(l) per stroke
Weight
lb (kg)
IPV-1
IPV-2
IPV-3
IPV-4
.225 (1.0)
.630 (2.8)
1.66 (7.4)
2.81 (12.5)
1.71 (0.028)
5.0 (0.082)
14.0 (0.228)
27.8 (0.455)
2.43 (1.1)
3.97 (1.8)
8.82 (4.0)
18.52 (8.4)
MODEL CHART
Model
Max Power Centrifugal Force
Current
Max Amps
Weight
lbKw Hp Kg lb
EBV-1
EBV-2
EBV-3
EBV-4
0.09
0.11
0.21
0.28
0.12
0.15
0.28
0.38
71
95
189
323
156.5
209.4
416.7
712.1
1.03
1.3
2.62
3.43
9.3
10.1
15.4
21.6