Soonvijai Aeroplane

Soonvijai Aeroplane ข้อมูลการติดต่อ, แผนที่และเส้นทาง,แบบฟอร์มการติดต่อ,เวลาเปิดและปิด, การบริการ,การให้คะแนนความพอใจในการบริการ,รูปภาพทั้งหมด,วิดีโอทั้งหมดและข่าวสารจาก Soonvijai Aeroplane, Bangkok.

05/01/2026
Happy Snake is a mini-game inspired by the game Snake, developed for Nokia mobile phones in the 1990s, and Blockade, the...
10/01/2025

Happy Snake is a mini-game inspired by the game Snake, developed for Nokia mobile phones in the 1990s, and Blockade, the 1970s arcade game. These influences shaped how the game's simple mechanics drive players to create their own variations of geometric compositions.

Happy Snake symbolizes life's balance. Often, the greatest obstacles in life are ourselves. Each move to grow brings new challenges, much like how our choices shape our personal development. The balance of survival, happiness, and simplicity makes the game both enjoyable and visually engaging.

Symmetry Cycloid Patterns:This experiment explores Epicycloids and Hypocycloids, inspired by traditional folk art and na...
28/08/2024

Symmetry Cycloid Patterns:

This experiment explores Epicycloids and Hypocycloids, inspired by traditional folk art and natural shapes. Adjustable settings for repetitions, speed, and circle sizes introduce a more organic, human touch to geometry.

This project explores Epicycloids and Hypocycloids. Adjustable settings for repetitions, speed, and circle sizes introduce a more organic, human touch to the geometry.

14/08/2024

Different Ways to Draw the Same Structure Using Isomorphism

This interactive math visualization project explores isomorphism as a form of aesthetic expression, focusing on how human unpredictability interacts with mathematical principles.

While the shapes of the graphs can be reorganized, their underlying structure remains consistent. The work experiments with how structured mathematical frameworks can coexist with the organic, unpredictable nature of human imperfection.

For further details:
https://www.saranontlimpananont.com/isomorphism/

สเก็ตช์นี้เป็นบันทึกการทดลองที่ประยุกต์การใช้สมการคณิตศาสตร์พื้นฐานร่วมกับกติกาของ Isomorphism เพื่อสร้างกราฟแบบต่าง ๆ ขึ้นมา เป็นการฝึกการสร้างองค์ประกอบของรูปร่าง ด้วยวิธีทำงานที่ผสมผสานระหว่างความมีเหตุผลของคณิตศาสตร์กับความไร้เหตุผลของมนุษย์ครับ

Magic Square: The Siamese MethodAn interactive math visualization tool demonstrates magic squares (จัตุรัสกล)—grids wher...
28/07/2024

Magic Square: The Siamese Method

An interactive math visualization tool demonstrates magic squares (จัตุรัสกล)—grids where the sum of the numbers in each row, column, and diagonal is equal. The algorithm features the Siamese Method, documented by Simon de la Loubère during his visit to the Kingdom of Siam in 1688 and published in his work 'A New Historical Relation of the Kingdom of Siam' in 1691. This method is known for its simplicity in creating odd-order magic squares.

Please feel free to take a look if you're interested in math or numerology.

The mathematical principles behind magic squares with an interactive educational tool. This application demonstrates the Siamese Method, documented by Simon de la Loubère in 1688, to create magic squares where the sum of each row, column, and diagonal is equal.

This project explores how Steering Behaviors can simulate social interaction patterns in public spaces. The goal is to u...
15/07/2024

This project explores how Steering Behaviors can simulate social interaction patterns in public spaces. The goal is to understand and interpret the behaviors of visual objects as social patterns and integrate these into creative work. Essentially, this is a visual experiment using the principles of social behavior.

This project explores the application of steering behaviors to simulate social interaction patterns in public spaces. By applying principles of steering behavior, the visual compositions simulate crowd behaviors in public spaces such as wandering, following, queuing, and socializing. This visual exp...

A prototype for studying the use of Fourier analysis to visualize waveforms. This sketch aims to combine mathematical co...
06/07/2024

A prototype for studying the use of Fourier analysis to visualize waveforms. This sketch aims to combine mathematical concepts with sound waves, hoping to make abstract ideas more concrete and understandable.

A prototype for studying the use of Fourier analysis to visualize waveforms. Using p5.js and the Web Audio API, it combines mathematical concepts with sound waves, making abstract ideas more concrete and understandable.

This sketch, 'Sound, Sync, Shade', is an experimental wave synthesizer exploring the integration of real-time audio synt...
30/06/2024

This sketch, 'Sound, Sync, Shade', is an experimental wave synthesizer exploring the integration of real-time audio synthesis with visual feedback. Using p5.js and the Web Audio API, this interactive synthesizer combines audio modulation with dynamic color transitions.

Sound, Sync, and Shade, is my experimental wave synth exploring the integration of real-time audio synthesis and visual feedback. Using p5.js, a JavaScript library for creative coding, and the Web Audio API, for audio processing in web applications, this interactive synthesizer combines audio modula...

This sketch uses Processing code to analyze and create lines that connect points. By experimenting with various methods,...
23/06/2024

This sketch uses Processing code to analyze and create lines that connect points. By experimenting with various methods, each combination results in unique textures. This technique can be useful for adding an organic, human touch to your digital drawings or prototypes.

I found an old project sketch that I appreciate more now than before. Using code, I experimented with creating lines and textures, balancing math and art. This journey shows how our perspective evolves over time.

23/07/2023

ที่อยู่

Bangkok

เวลาทำการ

จันทร์ 09:30 - 18:30
อังคาร 09:30 - 18:30
พุธ 09:30 - 18:30
พฤหัสบดี 09:30 - 18:30
ศุกร์ 09:30 - 18:30

เว็บไซต์

แจ้งเตือน

รับทราบข่าวสารและโปรโมชั่นของ Soonvijai Aeroplaneผ่านทางอีเมล์ของคุณ เราจะเก็บข้อมูลของคุณเป็นความลับ คุณสามารถกดยกเลิกการติดตามได้ตลอดเวลา

ติดต่อ ธุรกิจของเรา

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