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Lichtenberg (Fractal) Wood Burning Art Dansha Farms Branded Art # 1297

$ 89.73

Availability: 100 in stock
  • All returns accepted: Returns Accepted
  • Item must be returned within: 30 Days
  • Brand: Dansha Farms
  • Country/Region of Manufacture: United States
  • Restocking Fee: No
  • Refund will be given as: Money back or replacement (buyer's choice)
  • Return shipping will be paid by: Seller
  • MPN: 1297
  • Condition: New

    Description

    DANSHA FARMS
    FRACTAL ART WORKS
    Art Work # 1297
    This Branded Artwork 1297 is made From Red Wood. The Lichtenberg (Fractal)  pattern was created using 3200 Volts at .31ma. The Artwork  has a polyurethane finish of three coats and measures 15 3/4 inches high and 7 wide by 1 inch thick and Weighs 2 pounds 9 Ounces. This Art would look spectacular on a wall or on a stand.
    A forever gift of what Mother Natures High Voltage Energy  Looks Like and she is a great artist !!
    Lichtenberg figures are named after the German physicist Georg Christoph Lichtenberg, who originally discovered and studied them. When they were first discovered,
    it was thought that their characteristic shapes might help to reveal the nature of positive and negative electric "fluids". In 1777, Lichtenberg built a large electrophorus
    to generate high voltage static electricity through induction. After discharging a high voltage point to the surface of an insulator, he recorded the resulting radial patterns by sprinkling various powdered materials onto the surface. By then pressing blank sheets of paper onto these patterns, Lichtenberg was able to transfer and record these images, thereby discovering the basic principle of modern xerography.[1]
    This discovery was also the forerunner of the modern day science of plasma physics. Although Lichtenberg only studied two-dimensional (2D) figures, modern high voltage
    researchers study 2D and 3D figures (electrical trees) on, and within, insulating materials.
    Lichtenberg figures are examples of natural phenomena which exhibit fractal properties.