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Magnetic Memory: Data Storage and Nanomagnets Magnetic Memory: Data Storage and Nanomagnets Mark Tuominen Professor of Physics
Magnetic Memory: Data Storage and Nanomagnets Magnetic Memory: Data Storage and Nanomagnets Mark Tuominen Professor of Physics
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10 GB 2001 20 GB 2002 40 GB 2004 80 GB 2006 160 GB 2007 Data Storage. Example: Advancement of the iPod Hard drive Magnetic data storage Uses nanotechnology!
10 GB 2001 20 GB 2002 40 GB 2004 80 GB 2006 160 GB 2007 Data Storage. Example: Advancement of the iPod Hard drive Magnetic data storage Uses nanotechnology!
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Magnets used to store data ? Magnet with unknown state Current N S S N 0 1
Magnets used to store data ? Magnet with unknown state Current N S S N 0 1
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Nanotechnology:Data Storage Activity and Other Topics Nanotechnology:Data Storage Activity and Other Topics Mark Tuominen Professor of Physics Science
Nanotechnology:Data Storage Activity and Other Topics Nanotechnology:Data Storage Activity and Other Topics Mark Tuominen Professor of Physics Science
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Parent Power n POW! n Unfortunately, the diagnosis is unfair, unpleasant, unwanted and cannot be undone. But, it must be dealt with... –Atkins, 1994
Parent Power n POW! n Unfortunately, the diagnosis is unfair, unpleasant, unwanted and cannot be undone. But, it must be dealt with... –Atkins, 1994
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Quizz: Targeted Crowdsourcing with a Billion (Potential) Users Panos Ipeirotis, Stern School of Business, New York University Evgeniy Gabrilovich, Google
Quizz: Targeted Crowdsourcing with a Billion (Potential) Users Panos Ipeirotis, Stern School of Business, New York University Evgeniy Gabrilovich, Google
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Counting. Counting in Algorithms How many comparisons are needed to sort n numbers? How many steps to compute the GCD of two numbers ? How many steps
Counting. Counting in Algorithms How many comparisons are needed to sort n numbers? How many steps to compute the GCD of two numbers ? How many steps
235 views
Slide 1 of 27 Assignment Problem: Hungarian Algorithm and Linear Programming collected from the Internet and edited by Longin Jan Latecki
Slide 1 of 27 Assignment Problem: Hungarian Algorithm and Linear Programming collected from the Internet and edited by Longin Jan Latecki
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So, How do you fix the US debt? n Increase Taxes. n Cut government spending. u Cut jobs u Cut programs
So, How do you fix the US debt? n Increase Taxes. n Cut government spending. u Cut jobs u Cut programs
216 views
Lecture 5 Dynamic Programming. Dynamic Programming Self-reducibility
Lecture 5 Dynamic Programming. Dynamic Programming Self-reducibility
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March 10, 2015Applied Discrete Mathematics Week 6: Counting 1 Permutations and Combinations How many different sets of 3 people can we pick from a group
March 10, 2015Applied Discrete Mathematics Week 6: Counting 1 Permutations and Combinations How many different sets of 3 people can we pick from a group
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9 th and 10 th Grade Math PD Session 3
9 th and 10 th Grade Math PD Session 3
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