Seraph Wing Vase

A sculptural vase inspired by flowing lines and angelic wings.

Description

The Seraph Wing Vase combines elegant organic curves with the graceful form of unfolding wings, creating a decorative piece that feels both modern and timeless. Designed with layered flowing lines, the vase captures the beauty of movement, as if a pair of wings is gently embracing a bouquet of flowers.

Its unique open-top silhouette makes it perfect for displaying fresh flowers, dried arrangements, or simply standing alone as an artistic centerpiece. The sculptural geometry and smooth vertical contours also showcase the beauty of 3D printing, turning every layer into part of the design itself.

Whether placed on a coffee table, bookshelf, entryway console, or bedside cabinet, the Seraph Wing Vase adds a sense of elegance and tranquility to any interior.

Features

• 🪽 Wing-Inspired Design – A graceful silhouette reminiscent of angel wings in motion.
• 🌊 Flowing Organic Lines – Soft curves create dynamic light and shadow from every angle.
• 🏡 Modern Home Décor – Perfect for Scandinavian, minimalist, and contemporary interiors.
• 🌸 Versatile Display Piece – Suitable for fresh flowers, dried arrangements, or as a standalone sculpture.
• 🖨️ 3D Printing Friendly – Designed to highlight layer lines beautifully while maintaining an elegant appearance.
• ✨ Eye-Catching Centerpiece – A decorative object that blends functionality with sculptural art.

Dimensions & Scaling

The original model is designed with a height of 180 mm, making it an ideal size for tabletop decoration and floral arrangements.

The model can be easily scaled up or down according to your printing needs:

• 80–120 mm: Decorative sculpture or small desktop vase.
• 180 mm (Original Size): Perfect balance between aesthetics and functionality.
• 220–300 mm: Statement centerpiece for living rooms, entryways, or large floral arrangements.

The geometry has been designed to maintain its elegant proportions even when resized, allowing makers to customize the vase for different spaces and applications.