- published: 02 Mar 2022
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In geometry, a disk (also spelled disc) is the region in a plane bounded by a circle. A disk is said to be closed or open according to whether it contains the circle that constitutes its boundary.
In Cartesian coordinates, the open disk of center and radius R is given by the formula
while the closed disk of the same center and radius is given by
The area of a closed or open disk of radius R is πR2 (see area of a disk).
The disk has circular symmetry.
The open disk and the closed disk are not topologically equivalent (that is, they are not homeomorphic), as they have different topological properties from each other. For instance, every closed disk is compact whereas every open disk is not compact. However from the viewpoint of algebraic topology they share many properties: both of them are contractible and so are homotopy equivalent to a single point. This implies that their fundamental groups are trivial, and all homology groups are trivial except the 0th one, which is isomorphic to Z. The Euler characteristic of a point (and therefore also that of a closed or open disk) is 1.
A floppy disk, also called a diskette or just disk, is a type of disk storage composed of a disk of thin and flexible magnetic storage medium, sealed in a rectangular plastic carrier lined with fabric that removes dust particles. Floppy disks are read and written by a floppy disk drive (FDD).
Floppy disks, initially as 8-inch (200 mm) media and later in 5¼-inch (133 mm) and 3½-inch (90 mm) sizes, were a ubiquitous form of data storage and exchange from the mid-1970s well into the 2000s.
By 2010, computer motherboards are rarely manufactured with floppy drive support; 3½-inch floppy disks can be used with an external USB floppy disk drive, but USB drives for 5¼-inch, 8-inch, and non-standard diskettes are rare to non-existent. These formats are usually handled by older equipment.
While floppy disk drives still have some limited uses, especially with legacy industrial computer equipment, they have been superseded by data storage methods with much greater capacity, such as USB flash sticks, flash storage cards, portable external hard disk drives, optical discs, and computer networks.
Sim or SIM may refer to:
Sim or Shim is a Korean surname. There are six Shim clans in Korea based in the regions ofCheongsong, Pungsan, Samcheok, Buyu, Uiryeong, and Jeonju. The biggest Sim clan is Cheongsong; they comprise about 85% of the all those with the surname Shim. Fourteen percent of all Korean Shims are members of the Pungsan and Samcheok clans. As of 2000, there were 252,255 people with this surname in South Korea, less than 1% of the population.
"Similitude" is the tenth episode from the third season of the television series Star Trek: Enterprise. It first aired on November 19, 2003 and was the sixty-second episode of the series.
Commander Tucker, while endeavoring to increase to stable speed of Enterprise to Warp 5, becomes comatose when the engines destabilize and explode. Doctor Phlox suggests a radical and controversial procedure to save him - growing a mimetic symbiote as a neurological donor. Archer, concerned with the overarching goal of their mission, gives the order to do so. The symbiote, with a natural life-span of two weeks, is then injected with Tucker's blood and is soon born. Phlox names him "Sim", and as he develops rapidly, Tucker's memories and personality begin to express themselves (including an interest in engineering, and a romantic attraction to Sub-Commander T'Pol).
The window of time approaches when Phlox must perform the transplant, which, according to him, will unfortunately now be fatal to Sim-Trip. Sim, having now 'met' himself in sickbay, reveals knowledge of an experimental procedure that might allow for an extension (presumably by decades) of his lifespan. Archer learns that Phlox was aware of this procedure, but concealed his knowledge of it due to its highly experimental and poorly researched nature. Sim then expresses a strong desire to live —Tucker's own life notwithstanding—through the rest of his natural life. Later, a tired-looking Archer, angered at finding Sim in Trip's quarters, states he would rather Sim voluntarily submit to the fatal procedure than be forced to do so.
Watch the official video for “The Rumbling” TV Animation “Attack on Titan” The Final Season Part 2 Opening Theme Streaming & Download Out Now!! Full Size https://lnk.to/therumbling_full TV Size https://lnk.to/therumbling_tvsize TVアニメ「進撃の巨人」The Final Season Part 2 ノンクレジットOP https://youtu.be/2S4qGKmzBJE SiM Official site https://sxixm.com/ 「The Rumbling」Special site https://sim2022.ponycanyon.net/ #SiM #attackontitan #aot #shingeki Twitter:https://twitter.com/SiM_Official Facebook:https://www.facebook.com/SiMfromJapan Instagram:https://instagram.com/sim_japan?utm_m... Official Music Video for "The Rumbling" by SiM SiM are :MAH (Vo) / SHOW-HATE (Gt) / SIN (Ba) / GODRi (Dr) Management : gil soundworks Director : Taiyo Yamamoto (flapper3 Inc.) Creative Producer : Ryoji Sekimoto (CRYPT...
KiLLiNG ME by SiM New Full LENGTH Album "SEEDS OF HOPE" in stores 10.12.2011 Official HP http://sxixm.com/
Watch the official video for “Devil in Your Heart” – Directed by ZUMI 5th full length album “THANK GOD, THERE ARE HUNDREDS OF WAYS TO KiLL ENEMiES” will be released on June 17th, 2020 Check the Special Site → https://sp.universal-music.co.jp/sim/5thal SiM Official YouTube Channel → https://www.youtube.com/channel/UCcrvP_Z93Zts_Xd7UGKH2CQ Follow SiM Website: https://sxixm.com/ Twitter: https://twitter.com/SiM_Official Instagram: https://www.instagram.com/sim_japan/ LINE https://line.me/ti/p/sim_official Apple Music: https://music.apple.com/jp/artist/sim/1124210967 Spotify: https://open.spotify.com/artist/2BM933ADIluGGrPBOhPgIt #SiM #SiM5TH #SiM神盤
Como reemplazar el lector SIM, en menos de 15 minutos. Vamos a ver otro método para cambiar el lector para tarjetas SIM utilizando una pistola de aire. Este es un proceso diferente que hemos utilizado hasta hora. La verdad que me parece, incluso mas fácil. Quédate hasta el final, para ver esta reparación. ✅ Pistola de calor: https://s.click.aliexpress.com/e/_9IZL3v https://s.click.aliexpress.com/e/_9GwHWP https://s.click.aliexpress.com/e/_A2XjmP https://s.click.aliexpress.com/e/_A1tqR5 https://s.click.aliexpress.com/e/_9I3WSx 🔴Herramientas👉👉 https://movilone.net Conviértete en miembro de este canal para disfrutar de ventajas: https://www.youtube.com/channel/UC3fkKCLVhc78HMgrI0gy9xA/join
https://www.instagram.com/simonkavteladze/ https://www.facebook.com/profile.php?id=100014995364312
Chuá, tchibum! Joãozinho vai passar o dia na piscina! O bebê e sua família vão brincar juntos e curtir o sol! Joãozinho também vai aprender que dizer sim é muito mais legal! Venha ver esta historinha divertida do canal do Joãozinho! #Joãozinho #músicainfantil #littleangelportuguês ******************************* Letra: Antes da gente ir pra piscina Vamos passar o protetor O sol é quente e pode queimar Não quero protetor! Gosto de passar o protetor Assim a pele não queima Eu cubro do nariz até os pés Sim quero protetor! Quero um chapéu pra poder me cobrir Quando eu for pro sol Essa é a regra, pra te proteger Não quero chapéu! Chapéus combinam com o sol Ficamos muito protegidos E assim podemos brincar Sim quero chapéu! Agora coloquem suas boinhas Nadamos protegidos Erga os braços, João...
ავტ. სპეკტრა Sound. Yubana
"Blah Blah Blah" from EViLS new single CD "EViLS" will be released on April 3, 2013, in Japan. it will be available on iTunes for overseas. Like it on Facebook at : http://www.smarturl.it/atxoip Official Web : http://SxixM.com © 2013 NAYUTAWAVE RECORDS, a division of UNIVERSAL MUSIC LLC ▼Video Shooting N' Production Directed by INNI VISION http://innivision.tumblr.com/
In geometry, a disk (also spelled disc) is the region in a plane bounded by a circle. A disk is said to be closed or open according to whether it contains the circle that constitutes its boundary.
In Cartesian coordinates, the open disk of center and radius R is given by the formula
while the closed disk of the same center and radius is given by
The area of a closed or open disk of radius R is πR2 (see area of a disk).
The disk has circular symmetry.
The open disk and the closed disk are not topologically equivalent (that is, they are not homeomorphic), as they have different topological properties from each other. For instance, every closed disk is compact whereas every open disk is not compact. However from the viewpoint of algebraic topology they share many properties: both of them are contractible and so are homotopy equivalent to a single point. This implies that their fundamental groups are trivial, and all homology groups are trivial except the 0th one, which is isomorphic to Z. The Euler characteristic of a point (and therefore also that of a closed or open disk) is 1.