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He began his career as a draftsman in , working in-house at Heartport, Inc. Susan has been in the IP portfolio management sector for over 15 years.
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She has a J. Caitlyn has been immersed in the intellectual property industry for more than 5 years, working at MaxVal as the Director of Marketing. His initial efforts in monetizing patents in the life sciences arena has led to a sophisticated approach at MaxVal for processing patent portfolios in various sectors for monetization. Bommi has assembled a talented team that operates globally to develop high quality, cost-effective solutions for patent groups. Bommi's exposure to patent practice at law firms and in-house has given him a unique perspective that has laid the foundation for many of the solutions offered by MaxVal.
Bommi's work experience includes research and management positions at Merck, Cygnus, and Alza.
He is an inventor on more than 20 patents and has published more than 50 articles in scientific journals. He received his Ph. He brings with him over 19 years of highly diverse experience in managing business operations and service delivery- consulting, process and technology outsourcing. Suresh also brings with him vast experience in Global Transitions having worked with large US corporations such as GE and SGS across geographies managing large cross functional teams and solution designing.
Previously, Nizar was the CTO at Tyfone - an Omni channel banking and cybersecurity solution provider, a Managing Director of client-facing technologies at UBS in Switzerland where he was responsible for mobile and social platforms across UBS, and a co-founder of Impelsys - a digital publishing solutions provider where he led the implementation of their cloud-based software as a service strategy and transformed the organization from its former direct service approach.
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Prior to Impelsys, Nizar spent several years in the San Francisco Bay Area with enterprise software, network infrastructure and security industry startups. Phil brings nearly 30 years of IP industry experience to his role as the Senior Vice President of Commercialization at MaxVal and manages our business development, sales and marketing efforts.
Phil has previous experience at Thomson Reuters, serving as Vice President of Global Operations for the Innovation and Asset Management group now part of Clarivate , responsible for IP payments, consulting, software implementation, and training and support. Jonathan is a registered patent attorney focusing on patent preparation and prosecution, classification of patent portfolios in technology areas including medical devices, biotechnology, and software. Jonathan is experienced in large-scale patent portfolio analysis and evaluation.
Jonathan also specializes in post grant patent matter including patent term adjustment calculations and petition drafting. Jonathan holds a B. He received his J. Murali brings more than 25 years of technology leadership experience in optimizing business processes and implementing enterprise software solutions for industry-leading organizations.
He is registered to practice before the Indian Patent Office since and currently manages a team of patent agents and analysts, providing patent drafting, prosecution, defensive publication, and patent proofreading services.
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He has a strong technical background with decades of engineering work experience in the materials science space. Shankar holds a Ph. Tom and his team became part of MaxVal in His experience has been instrumental in growing this team and practice.
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She has successfully handled large engagements and business transitions for fortune companies and top global law firms. She has set up and managed IP support services business, authored research papers, articles and participated in Global IP conferences as a speaker. Savi is passionate about blending technology solutions with IP process rigour, to drive superior results for clients.
As a client partner, she seeks to work closely with clients in designing custom solutions leveraging from MaxVal technology and process expertise. He started as the first employee of the India operations in and rose through the ranks to head the Services group and has been active in growing the India operations. Ashwin leads Product engineering team to achieve technology transformation of our products and solutions that adapt to the needs of an evolving global consumer and business.
He has about 12 years of experience from Oracle where he developed and managed strategic programs including the IPR and Patenting Program. He has an undergraduate degree in B. Prior to joining MaxVal, Susan helped build the customer base at IPfolio as the only sales person for the first three years of the then start up IP management software company. It should be interpreted as energy dissipated in a finite volume near the crack tip, in the breakdown zone, or outside of the main fault surface. The surface energy increases with rupture speed, V , as a result of surface roughening due to multiple fractures or extensive plastic deformation near the crack tip, as has been experimentally demonstrated by Ravichandar and Knauss  , and Rosakis and Zehnder  , respectively.
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Also, Poliakov et al. Janssen et al. Using a relationship like this would include the deformation in a volume around the crack tip. In case of these deep events, the energy is probably dissipated in thermal processes, while it is possible that the morphology of the trench causes branching and bifurcation of rupture, resulting in the large energy dissipation during the rupture process of tsunami earthquakes. We thank Kevin Mayeda and an anonymous reviewer for comments and suggestions that considerably improved our manuscript. The macroscopic parameters used are the average of physical parameters over the fault plane as well as over the slip at a given location on the fault.
Several assumptions are made in using these averages. The definitions of these parameters used in sections 4. The integration is over the fault area, S.royal-steinfurth.de/includes/2019-03-27/1214-spiele-auf.html
The dissipated energy in an earthquake is given as Figure 6b [ Rice , ; Li , ], where f is the average friction over the slip at a given location on the fault plane, i. However, we approximate this by where is a characteristic rupture dimension, C is a geometric constant of order unity.
For simplicity, we drop the bar on the stress drop and write. Unfortunately, given the limited resolution of seismic data, we cannot fully assess the validity of these approximations. However, Madariaga [ , ] , Rudnicki and Kanamori  and Das  show that equation A10 is a good approximation unless the variation of stress on the fault is extremely large. Similar arguments probably apply to equations A3 and A7 , but it should be borne in mind that these uncertainties are inevitable in the use of macroscopic parameters. Despite the careful corrections we applied, the poor knowledge of the attenuation structure of the Earth at higher frequencies could result in inaccuracies in the energy estimates.
Also, as mentioned earlier, the estimates of static stress drop also have uncertainties. However, it is also possible that there is a stress undershoot i. Moreover, if the rupture propagates as a slip pulse [ Heaton , ] we would expect a stress undershoot. Some studies suggest that the Landers earthquake and the Northridge earthquake data are better explained by slip pulse models; however, the degree of undershoot is not determined well. Volume , Issue B5. If you do not receive an email within 10 minutes, your email address may not be registered, and you may need to create a new Wiley Online Library account.
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Abstract  We relate seismologically observable parameters such as radiated energy, seismic moment, rupture area, and rupture speed to the dynamics of faulting. Figure 1 Open in figure viewer PowerPoint. Cartoon showing the location of the different types of subduction zone earthquakes relative to the subducting slab. Figure 2 Open in figure viewer PowerPoint. Figure 3 Open in figure viewer PowerPoint. The P wave energy spectral density for the India earthquake.
Figure 4 Open in figure viewer PowerPoint. The first subplot for each earthquake shows the energy estimates at each of the teleseismic stations where the stations are plotted in order of increasing RMS radiation pattern factor; the second subplot for each earthquake is a plot of the energy estimates as function of station azimuth to show the azimuthal distribution of stations used to calculate energy.
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The open diamonds are the energy estimates obtained by integration of the squared velocity records in the time domain no attenuation correction , while the solid circles are the energy estimates obtained by integration in the frequency domain with an attenuation correction that is modified from Der  details given by Venkataraman et al.