Pfaffenhofen, Germany

Andrea Weichselbaumer



Average Co-Inventor Count = 4.0

ph-index = 2

Forward Citations = 128(Granted Patents)


Company Filing History:


Years Active: 2012-2022

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3 patents (USPTO):Explore Patents

Title: Andrea Weichselbaumer: Innovator in Generative Layer Construction

Introduction

Andrea Weichselbaumer is a prominent inventor based in Pfaffenhofen, Germany. She has made significant contributions to the field of generative layer construction, holding a total of 3 patents. Her innovative work focuses on improving detail resolution in manufacturing processes.

Latest Patents

Weichselbaumer's latest patents include a generative layer construction method that enhances detail resolution. This method involves providing a first data set that marks an object cross-section and determining whether the length of a connecting line undercuts a specified minimum dimension. If the minimum dimension is undercut, the method generates a second data set to mark positions within and outside the object cross-section that should not be solidified or require reduced radiation. Additionally, she has developed a device for supplying building material, which allows for the layer-wise solidification of a building material at specified positions, utilizing independent filler portions and connectors for material supply.

Career Highlights

Andrea Weichselbaumer is currently employed at Eos GmbH Electro Optical Systems, where she continues to push the boundaries of innovation in her field. Her work has been instrumental in advancing technologies related to 3D printing and additive manufacturing.

Collaborations

Weichselbaumer collaborates with notable colleagues such as Hans Perret and Thomas Halder, contributing to a dynamic and innovative work environment.

Conclusion

Andrea Weichselbaumer stands out as a leading inventor in the realm of generative layer construction. Her patents and contributions to Eos GmbH Electro Optical Systems reflect her commitment to advancing technology and innovation in manufacturing processes.

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