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Project Name: Parametric Branches #01
Location: Global Vipassana Pagoda, Borivali, Mumbai, India
Project Type: Museum Interiors – Parametric Sculpture
(Installed Area ~3,000 sq. ft)
Completion Year: 2022
Design & Fabrication: Inventaur Inc + Golden International
Commissioned By: Ajanta Pharma Pvt Ltd
Parametric Branches #01 marks the inaugural permanent museum installation inside the Global Vipassana Pagoda, one of the world’s largest meditation domes. Designed as a spatial metaphor for the Bodhi tree under which the Buddha attained enlightenment, the installation is a blend of computational parametric modeling, material innovation, and deep-rooted spiritual symbolism.
Covering 3,000+ sq. ft, this sculptural interior reinvents sacred storytelling through flowing architectural forms that echo neural pathways, tree roots, and the branching logic of meditative growth—merging mindfulness with cutting-edge design.
Faced with tight budgets and an existing structural shell, Inventaur embraced a non-invasive design philosophy. Instead of removing or altering structural elements, we overlaid a parametric system that respected the constraints while enhancing the space’s clarity and flow.
3D survey + digital scan of existing conditions
Superimposed branching geometries over as-built surfaces
Integration of parametric logic with spatial hierarchy and lighting flow
Use of forms derived from neural synapses and tree branching systems
The result: a space that guides movement, frames light, and encourages introspection, all while preserving architectural harmony.
A wood-polymer composite prized for:
Flexibility during heat forming
Resistance to weather and termites
Long-term dimensional stability
Smooth finish for surface detailing
Each “branch” element was thermoformed using precision-calibrated ovens. An MDF internal skeleton provided structural stiffness, allowing complex curves to hold shape while tolerating internal stress.
Full 3D curvature along X, Y, and Z axes
Vertical taper: 350 mm → 150 mm
Horizontal oscillation: 200–500 mm per meter
This required parametric modeling, material simulation, and CNC-generated fabrication data for exact fit.
This project involved over 200 individually fabricated elements. Every single unit:
Had a unique geometry and label ID
Was fabricated using CNC and laser cutting
Required bespoke connection detail drawings
Underwent wood putty smoothing and PU finish spray-coating
This mass-customization approach delivered a unified aesthetic without compromising material integrity or assembly speed.
Inspired by the protective canopy of the Bodhi tree, this installation becomes a meditative landscape within a modern spiritual structure. The flowing branches offer:
Visual calmness and shadow play
Acoustic softness due to curved volume
Symbolic echoes of enlightenment, growth, and interconnection
Walking under the Parametric Branches is like entering a sacred grove—a place of pause and reflection, where light, form, and silence converge. It invites not only observation but inner dialogue.
“The branches do not support a roof. They support reflection.”
Q1: What material was used for the branching forms?
Relwood—a durable wood-polymer composite ideal for heat forming and smooth finishing.
Q2: Were all parts identical or mass-produced?
No—each of the 200+ pieces was uniquely shaped and digitally modeled for precision fabrication.
Q3: Is the structure permanent or modular?
It’s a semi-permanent installation with high durability and modular component replacement capacity.
Q4: Why is it called ‘Parametric Branches’?
Because the form was derived from branching algorithms and generated using parametric software tools.
Q5: What is the inspiration behind the form?
The Bodhi Tree—symbol of Buddha’s enlightenment—and neural networks as symbols of awareness.
Parametric Branch Installation
Vipassana Museum Interior
Relwood Fabrication Design
Bodhi Tree Architecture
Computational Fabrication India
Inventaur Parametric Interiors
Spiritual Architecture India
Thermal Formed Interior Elements
Custom CNC Museum Design
Meditation Hall Parametric Design
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