Search for dissertations about: "limit situation"
Showing result 1 - 5 of 83 swedish dissertations containing the words limit situation.
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1. Autonomous Vehicle Maneuvering at the Limit of Friction
Abstract : Without a driver to fall back on, a fully self-driving car needs to be able to handle any situation it can encounter. With the perspective of future safety systems, this research studies autonomous maneuvering at the tire-road friction limit. In these situations, the dynamics is highly nonlinear, and the tire-road parameters are uncertain. READ MORE
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2. Pre-school children's food habits and meal situation : factors influencing the dietary intake at pre-school in a Swedish municipality
Abstract : A pre-school-based dietary survey, using seven-day records, focus group interviews and semi-structured interviews, was carried out in a suburban area of Stockholm. The overall objective was to investigate the individual food and nutrient intake of pre-school children at all meals during the day, as well as factors that might influence children’s intake. READ MORE
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3. Pre-school Children’s Food Habits and Meal Situation : Factors Influencing the Dietary Intake at Pre-school in a Swedish Municipality
Abstract : A pre-school-based dietary survey, using seven-day records, focus group interviews and semi-structured interviews, was carried out in a suburban area of Stockholm. The overall objective was to investigate the individual food and nutrient intake of pre-school children at all meals during the day, as well as factors that might influence children’s intake. READ MORE
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4. Social Stratification of Children's Diet and Nutrition: Understanding Women's Situation in Addis Ababa
Abstract : Background: Childhood undernutrition is the cause of nearly half of all deaths in under-five children. In sub-Saharan African countries, this problem is further complicated by the rising prevalence of overweight. READ MORE
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5. Scaling effects and homogenization of reaction-diffusion problems with nonlinear drift
Abstract : We study the periodic homogenization of reaction-diffusion problems with nonlinear drift describing the transport of interacting particles in composite materials. The microscopic model is derived as the hydrodynamic limit of a totally asymmetric simple exclusion process for a population of interacting particles crossing a domain with obstacles. READ MORE