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Folding Hliðarborð by Max Niemiec
Folding Hliðarborð by Max Niemiec
Folding Hliðarborð by Max Niemiec
Folding Hliðarborð by Max Niemiec
Folding Hliðarborð by Max Niemiec

Járn Húsgögn · 2026

Folding Hliðarborð

by Max Niemiec

  • A' Design Award í járni 2026 in Húsgögn
  • CLIENT: Paul Maxwell
  • Estimated Number of Design Views: 5,047
  • Verification code E9BE7F5D94 · Verify this award
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About Folding Hliðarborð

Folding er hliðarborð sem einnig þjónar sem rúmfræðilegur skúlptúr sem ætlað er að skoða frá öllum hliðum. Borðið er smíðað úr einni límtréplötu úr harðviði, sem er skorin í fjóra hluta og sett saman aftur eftir hvössum og gleiðum hornum, þannig að formið virðist hafa verið brotið saman. Langar mjókkandi skáskurðir fínpússa flötóttu brúnirnar. Trénaglar, trésmíðamót og sérstakar þvinguaðferðir eru notaðar við samsetninguna. Platan er brotin þrisvar sinnum og hver hinna fjögurra hliða sýnir ólíkt sjónarhorn. Hver vídd mælist 483 mm.

About the A' Design Award í járni

Folding Hliðarborð vann A' Design Award í járni, virta viðurkenningu sem veitt er góðum hönnunarverkum sem uppfylla þær faglegu og iðnaðarlegu kröfur sem gerðar eru til vel hannaðra sköpunarverka. Sigurvegarar í járni sýna mikla færni, mikla sérhæfingu, sérfræðiskilning og skapandi getu höfunda sinna. Þess er vænst að Folding Hliðarborð sé mjög metið, dáð og elskað sköpunarverk sem er hagnýtt og nýstárlegt. Þetta hönnunarverk sem vann A' Design Award í járni sameinar bestu starfsvenjur greinarinnar og hefur hæfa tæknilega eiginleika tengda þekkingu og hæfileikum. Folding Hliðarborð er virt fyrir nákvæmni sína og er hannað til að veita lífsgæðabætur sem hjálpa til við að gera heiminn að betri stað.

Press Kit

Unique Properties
This side table design is a geometric sculpture meant to be enjoyed from all sides. It is made from one laminated slab, cut and joined back together on acute and obtuse angles, to give the impression that it has been folded into a table-like form.
Dimensions & Packaging
Width 483 mm x Depth 483 mm x Height 483 mm
Tags
folding, table, geometric, sculptural, side table, origami, taper, facet
Production Technology
The first step in the process is to make a laminated hardwood slab. Then the slab is cut into four pieces. The use of woodworking jigs and fixtures is necessary to cut the unusual angles and tapered chamfers. Dowel-type joinery and special clamping methods are used for the final assembly
Design Challenge
In minimalist designs a recurring challenge is finding the sweet spot between simplicity and complexity. Based on the initial design concept it was clear that the base and top of the table needed to be parallel planes. Two folds would have been the minimum to accomplish this but would have also been too simple to be interesting. Four folds would have been too complex and less structurally sound. The conclusion that this design required the slab to be folded three times provided the constraints and scope for the remainder of the design work.
Research
For this design the portion of the effort that was mathematical was far grater than in most other design projects. Although at first sight the folding table may appear elegantly simple, transforming this concept into reality was a highly complex trigonometric challenge. Each adjustment to the aesthetics required a long series of recalculations
Inspiration
The objective in this design was to create something that is both simple and radically new. The design process began with experiments folding a rectangular strip of paper. After transitioning from working with the flat plane of the paper to the thick wooden slab, the incorporation of the long tapered chamfers became aesthetically necessary - one of the most delightful elements of the design.
Project Duration
February 2025 - September 2025
Operation Flow
The folding table is best suited for use as a side table in an open space that provides as many unobstructed views as possible. Since it appears different from each of it's four sides, the front of the table depends on the preference of the viewer.
Patents
Application No. 30/046,172
Filed: February 3, 2026
Image Credits
Brian Shumway

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