Cartesian robots – Es-II robots

The top-entry robots of the Es-II series are particularly appreciated for their excellent value for money

Thanks to the high number of standard functions (operative modes), which allow to create very complex sequences, even the less experienced operator can use these robots without any risk. The “free programming” function allows you to program your own cycle. Programming can be done directly from the touch screen pendant or from your laptop.

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Rigidity and precision

All the of the Es-II robots are equipped with high-quality prismatic guide with special recirculating ball bearings; the drive to the axes is performed by brushless motors which convey the movement by means of toothed belts; these factors guarantee a precision positioning of ± 0,1mm.

The electro-welded steel structure of the three axes ensures a high rigidity which facilitates precision and reduces vibrations to the minimum.

Low-cost investment
Free programming
User-friendly

CONTROLLER: STEC NC2

It allows to safely operate the robot, reducing errors to the minimum.

Don’t forget the end-of-arm tooling!

The most innovative Japanese technology is at the base of our Eins range, a line of products dedicated to the components for end-of-arm toolings. All Eins products are totally compatible with other brands and can also be used on robots made by other manufacturers, to get the best flexibility of use.

Available versions:

Es-II
3-axes robot
Es-sII
5-axes robot with additional vertical axis for the extraction of sprues from three-platen moulds.

Es-800II

For any further information, download the datasheet of the different available models.

Es-1000II

For any further information, download the datasheet of the different available models.

Es-1200IV

For any further information, download the datasheet of the different available models.

Es-1400II

For any further information, download the datasheet of the different available models.

Esw-1700II

For any further information, download the datasheet of the different available models.