Home▸Categories▸Raynaud's Phenomenon and Vasospastic Disorders

🖐️ Raynaud's Phenomenon and Vasospastic Disorders

This simulation examines Raynaud's phenomenon and other vasospastic disorders. It explores the triggers of these conditions, focusing on the role of calcium channels in vascular smooth muscle contraction. The simulation also covers diagnostic methods for both primary and secondary forms of Raynaud's syndrome.

8 simulations60 fps real-time0 install steps
About the category

Raynaud's Phenomenon and Vasospastic Disorders

This simulation examines Raynaud's phenomenon and other vasospastic disorders. It explores the triggers of these conditions, focusing on the role of calcium channels in vascular smooth muscle contraction. The simulation also covers diagnostic methods for both primary and secondary forms of Raynaud's syndrome.

Three.js · WebGL 60 FPS CC BY 4.0
Quick facts
8interactive simulations in this category
⚡runs at 60 FPS in any modern browser
🌐English, Ukrainian, Polish, Spanish, German, Japanese, Italian, Portuguese (Brazil), French, Arabic, Dutch, Chinese, Korean, Hindi, Turkish, Vietnamese, Russian, Indonesian, Persian, Bengali, Thai, Filipino, Swahili, Urdu, Malay, Tamil, Hebrew, Greek, Punjabi, Amharic, Burmese, Khmer, Georgian, Nepali, Mongolian, Armenian, Sinhala, Lao, Czech, Romanian, Hungarian, Bulgarian, Swedish, Danish, Finnish, Norwegian, Slovak, Croatian, Serbian, Slovenian, Lithuanian, Latvian, Estonian, Icelandic, Albanian, Macedonian, Bosnian, and Maltese
🎓CC BY 4.0 — free for classrooms and LMS embeds

Frequently asked questions

Do I need to install anything to run Raynaud's Phenomenon and Vasospastic Disorders simulations?▾

No. Everything runs entirely in your browser — no downloads, plugins or accounts. Works in Chrome, Firefox, Edge and Safari; most simulations also work on mobile.

Can I use these simulations for teaching?▾

Yes — all content is free for educational use under CC BY 4.0. Link to any simulation directly or embed it in your LMS with an iframe; no API key required.

Are the models scientifically accurate?▾

They use the same mathematical formulations as professional software, integrated numerically in real time. Each simulation lists its algorithms, and many link to an article explaining the mathematics.

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