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Vibration Motor
₹100.00 Original price was: ₹100.00.₹75.00Current price is: ₹75.00. inc. GST
- Speed(RPM):19000
- Motor diameter: 6mm
- Shaft diameter: 0.8mm
- Shaft length: 4mm
- Rated voltage: 1.5V-4.5V
- Small Compact Size
- Metal Body
- Power:Â 3.7V@0.195A
- Powerful Motor
Vibration motors are one of the prominent motors used for machine feedback systems. Its functions as register feedbacks for any user inputs or a source for output. This Vibration Motor designed as a very powerful motor. This small-sized motor designed specifically for products with small form factors. This motor used in a wide range of devices and gadgets where vibration required.  And also widely used in many electronic projects such as Bristlebots, Brushbots, remote control aircraft, robot beam projects, miniature trains, Radio control remote, Camera, Toothbrush, Electric Shaver, Mobile devices, etc
Vibrator Motor designed as a tiny motor with offset weights that make them vibrate. This motor basically used to generate vibratory alerts. This shaft-less vibration motor comes in fully enclosed with no exposed moving parts. It comes in a small size of 4mm diameter and 8mm height. Here shaftless design indicates that it can mount it on a PCB or even place it in a pocket to add quiet, easily.
These 1.5V-4.5V Micro Vibrators with a maximum speed of 1900 RPM perfect for lightweight applications or where space is a constraint. This is a tiny motor consists of double-sided tape on the bottom side used to attach this motor to any flat surface. When power supplied, the vibration motor causes the attached surface to vibrate. The support leads coming out from the motor body used to solder the motor to a PCB quite easily. In this motor, Polarity is not important; the motor can run CW or CCW.

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- Cable Length: 30 CM
- Comparably more powerful than NEMA17 motors.
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- High accuracy of around 3 to 5% a step.
- Provides good starting, stopping and reversing.
- Control of this motor is less costly because of exclusion of complex control circuitry.
- The speed is proportional to the frequency of the input pulses.

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