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Title | myFourierEpicycles - draw your own fourier |
Description | myfourierepicycles.com lets the user draw their own fourier epicycle. The site also gives a brief explanation of the mathematics connecting fourier series and revolving |
Keywords | N/A |
WebSite | myfourierepicycles.com |
Host IP | 216.239.34.21 |
Location | United States |
Site | Rank |
US$1,524,217
Last updated: 2023-05-17 03:01:15
myfourierepicycles.com has Semrush global rank of 6,944,095. myfourierepicycles.com has an estimated worth of US$ 1,524,217, based on its estimated Ads revenue. myfourierepicycles.com receives approximately 175,872 unique visitors each day. Its web server is located in United States, with IP address 216.239.34.21. According to SiteAdvisor, myfourierepicycles.com is safe to visit. |
Purchase/Sale Value | US$1,524,217 |
Daily Ads Revenue | US$1,407 |
Monthly Ads Revenue | US$42,210 |
Yearly Ads Revenue | US$506,509 |
Daily Unique Visitors | 11,725 |
Note: All traffic and earnings values are estimates. |
Host | Type | TTL | Data |
myfourierepicycles.com. | A | 3599 | IP: 216.239.34.21 |
myfourierepicycles.com. | A | 3599 | IP: 216.239.38.21 |
myfourierepicycles.com. | A | 3599 | IP: 216.239.32.21 |
myfourierepicycles.com. | A | 3599 | IP: 216.239.36.21 |
myfourierepicycles.com. | AAAA | 3599 | IPV6: 2001:4860:4802:36::15 |
myfourierepicycles.com. | AAAA | 3599 | IPV6: 2001:4860:4802:32::15 |
myfourierepicycles.com. | AAAA | 3599 | IPV6: 2001:4860:4802:38::15 |
myfourierepicycles.com. | AAAA | 3599 | IPV6: 2001:4860:4802:34::15 |
myfourierepicycles.com. | NS | 21600 | NS Record: ns-cloud-c2.googledomains.com. |
myfourierepicycles.com. | NS | 21600 | NS Record: ns-cloud-c3.googledomains.com. |
myfourierepicycles.com. | NS | 21600 | NS Record: ns-cloud-c4.googledomains.com. |
myfourierepicycles.com. | NS | 21600 | NS Record: ns-cloud-c1.googledomains.com. |
This website allows you to draw your own fourier epicycle drawings, either by uploading an svg or by mouse. I had quite a bit fun creating this, so at the end there is a brief explanation trying to give the reader some mathematical intuition as to how revolving circles and the fourier transform are connected. My motivation for this website is to try and fill a gap left by other work (mentioned at the end), and allow users to upload and draw their own fourier epicycles. The current implementation is far from perfect, but I think it’s a good start. Upload an image and see its epicycles. For fast and clear drawings upload SVGs that are less than 50kb. Unfortunately at this stage, SVGs that are large and have very complicated paths require a manual tinkering of parameters. Upload svg files. Draw your own below! What is a fourier series? $$f(t) = \frac{1}{P}(c_{-N} \cdot e^{i2\pi t\frac{-N}{P}}) + ... + \frac{1}{P}(c_1 \cdot e^{i2\pi t\frac{1}{P}}) + ... + \frac{1}{P}(c_N \cdot e^{i2\pi |
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Domain Name: MYFOURIEREPICYCLES.COM Registry Domain ID: 2548646268_DOMAIN_COM-VRSN Registrar WHOIS Server: whois.google.com Registrar URL: http://domains.google.com Updated Date: 2021-06-29T04:36:15Z Creation Date: 2020-07-25T22:09:17Z Registry Expiry Date: 2022-07-25T22:09:17Z Registrar: Google LLC Registrar IANA ID: 895 Registrar Abuse Contact Email: registrar-abuse@google.com Registrar Abuse Contact Phone: +1.8772376466 Domain Status: clientTransferProhibited https://icann.org/epp#clientTransferProhibited Name Server: NS-CLOUD-C1.GOOGLEDOMAINS.COM Name Server: NS-CLOUD-C2.GOOGLEDOMAINS.COM Name Server: NS-CLOUD-C3.GOOGLEDOMAINS.COM Name Server: NS-CLOUD-C4.GOOGLEDOMAINS.COM DNSSEC: signedDelegation DNSSEC DS Data: 46670 8 2 EC35B4C57E7F10553FC43B06C521B02579B82B7A05AF370E5D7BCD0D802F997C >>> Last update of whois database: 2022-03-02T10:00:04Z <<< |