ADVERTISEMENT RETURN TO ISSUEPREVArticleNEXTA study by contact angle of the acid-base behavior of monolayers containing .omega.-mercaptocarboxylic acids adsorbed on gold: an example of reactive spreadingColin D. Bain and George M. WhitesidesCite this: Langmuir 1989, 5, 6, 1370–1378Publication Date (Print):November 1, 1989Publication History Published online1 May 2002Published inissue 1 November 1989https://pubs.acs.org/doi/10.1021/la00090a019https://doi.org/10.1021/la00090a019research-articleACS PublicationsRequest reuse permissionsArticle Views2360Altmetric-Citations305LEARN ABOUT THESE METRICSArticle Views are the COUNTER-compliant sum of full text article downloads since November 2008 (both PDF and HTML) across all institutions and individuals. These metrics are regularly updated to reflect usage leading up to the last few days.Citations are the number of other articles citing this article, calculated by Crossref and updated daily. Find more information about Crossref citation counts.The Altmetric Attention Score is a quantitative measure of the attention that a research article has received online. Clicking on the donut icon will load a page at altmetric.com with additional details about the score and the social media presence for the given article. Find more information on the Altmetric Attention Score and how the score is calculated. Share Add toView InAdd Full Text with ReferenceAdd Description ExportRISCitationCitation and abstractCitation and referencesMore Options Share onFacebookTwitterWechatLinked InRedditEmail Other access optionsGet e-Alertsclose Get e-Alerts
The global obesity treatments market was valued at USD 6.14 Billion in 2018 and is expected to reach USD 19.90 Billion by year 2026, at a CAGR of 16.7 %. The study covers in-depth analysis of obesity treatment options and upcoming innovations to cure obesity. Obesity is caused by increase in the size of fat cells in the body. Obesity is a serious medical condition that leads to high blood pressure, high cholesterols and heart diseases. Losses of sleep, consumption of excess junk food, physical inactiveness are major causes of obesity. The global obesity market is propelled by number of factors such as technological advancements in the medical sector, commercial easy availability of weight management treatments and various government initiative regarding overweight issues. According to world health organization (WHO), around 13% of the world’s population is characterized as “obese”. High costs, weight regain after obesity treatments are major hindrance faced by the global obesity treatment market
A continuum theory for elastic–plastic solids that accounts for the size-dependence of strain hardening is employed to analyze trends in the indentation hardness test. Strain gradient plasticity theory incorporates an elevation of flow stress when non-uniform plastic deformations occur at the micron scale. Extensive experimental data exists for size-dependence of indentation hardness in the micron range for conical (pyramidal) indenters, and recent data delineates trends for spherical indenters. Deformation induced by rigid conical and spherical indenters is analyzed in two ways: by exploiting an approximation based on spherically symmetric void expansion and by finite element computations. Trends are presented for hardness as a function of the most important variables in the indentation test, including the size of the indent relative to the material length parameters, the strain hardening exponent, the ratio of initial yield stress to Young's modulus, and the geometry of the indenter. The theory rationalizes seemingly different trends for conical and spherical indenters and accurately simulates hardness data presented recently for iridium, a low yield strain/high hardening material. The dominant role of one of the material length parameters is revealed, and it is suggested that the indentation test may the best means of measuring this parameter.
In two large prospective cohort studies, frequent consumption of MPAH is associated with a lower risk of developing T2D, and this association is partly attributable to less weight gain linked with this dining behavior.
We systematically evaluate four methods for solving two-dimensional, linear elliptic partial differential equations on general domains. The four methods are: standard finite differences; collocation, Galerkin, and least squares using Hermite cubic piecewise polynomials. The collocation method is new in that it applies to general curved domains and we describe this aspect in detail. Our test set of 17 problems ranges from simple to moderately complex. The principal conclusion is that collocation is the most efficient method for general use. Standard finite differences is sometimes more efficient for very crude accuracy (where efficiency is not important anyway) but it is also sometimes enormously less efficient even for very modest accuracy. The accuracy of the Galerkin and least-squares methods is sometimes better than collocation, but the extra cost always negates this advantage for our problems.
We analyze the conditions for unstable slip of a fluid infiltrated fault using a rate and state dependent friction model including the effects of dilatancy and pore compaction. We postulate the existence of a steady state drained porosity of the fault gouge which depends on slip velocity as ϕ ss = ϕ 0 + εln( v / v 0 ) over the range considered, where v is sliding velocity and ε and v 0 are constants. Porosity evolves toward steady state over the same distance scale, d c , as “state.” This constitutive model predicts changes in porosity upon step changes in sliding velocity that are consistent with the drained experiments of Marone et al. (1990). For undrained loading, the effect of dilatancy is to increase (strengthen) ∂τ ss /∂ln v by μ ss ε/(σ – p )β where μ ss is steady state friction, σ and p are fault normal stress and pore pressure, and β is a combination of fluid and pore compressibilities. Assuming ε ∼ 1.7×10 −4 from fitting the Marone et al. data, we find the “dilatancy strengthening” effect to be reasonably consistent with undrained tests conducted by Lockner and Byerlee (1994). Linearized perturbation analysis of a single degree of freedom model in steady sliding shows that unstable slip occurs if the spring stiffness is less than a critical value given by k crit = (σ‐ p )( b ‐ a )/ d c ‐ εμ ss F ( c *)/β d c where a and b are coefficients in the friction law and F ( C *) is a function of the model hydraulic diffusivity c * (diffusivity/diffusion length 2 ). In the limit c * →∞ F ( c *) → 0, recovering the drained result of Ruina (1983). In the undrained limit, c * → 0, F ( c *) → 1, so that for sufficiently large ε slip is always stable to small perturbations. Under undrained conditions (σ – p ) must exceed εμ ss /β( b ‐ a ) for instabilities to nucleate, even for arbitrarily reduced stiffness. This places constraints on how high the fault zone pore pressure can be, to rationalize the absence of a heat flow anomaly on the San Andreas fault, and still allow earthquakes to nucleate without concommitant fluid transport. For the dilatancy constitutive laws examined here, numerical simulations do not exhibit large interseismic increases in fault zone pore pressure. The simulations do, however, exhibit a wide range of interesting behavior including: sustained finite amplitude oscillations near steady state and repeating stick slip events in which the stress drop decreases with decreasing diffusivity, a result of dilatancy strengthening. For some parameter values we observe “aftershock” like events that follow the principal stick‐slip event. These aftershocks are noteworthy in that they involve rerupture of the surface due to the interaction of the dilatancy and slip weakening effects rather than to interaction with neighboring portions of the fault. This mechanism may explain aftershocks that appear to be located within zones of high mainshock slip, although poor resolution in mainshock slip distributions can not be ruled out.