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Author: Peet Schutte Publisher: Createspace Independent Publishing Platform ISBN: 9781535472975 Category : Languages : en Pages : 132
Book Description
This is the starting book of the series. These articles show the solution to the following unexplained cosmic unknowns: What singularity is? Where to locate singularity, Indicating precisely where the centre of the Universe is Resolving The String Theory How the Universe began from singularity Why did the Universe begin from singularity? When did dark Matter enter the Universe? How did everything start from one point forming singularity? How did the solar system form? Resolving the Titius Bode law Explaining the Roche limit Introducing the Coanda effect as a major contributor to how gravity forms Proving why the Lagrangian points are so important in forming the Universe. These articles introduce information that was never yet divulged in any form. In the precise middle of all objects in rotation is a precise centre dividing the object in sectors that will start the spinning initiation from that centre point. Thus, the spinning object will have a middle point, a very specific centre point that does not spin and only holds P as a specific value. One value such a line cannot have is zero because zero does not start any line and therefore the value of the line must be infinite, just as described in accordance and by the definition of singularity That point albeit hypothetical, is also as much a reality none the less and is placed where that point must be standing still because every line running from that point in opposing directions are also in opposing directional spin the other or opposing side. In considering the spinning motion in the fraction of time in the detailed instant every aspect of rotation will turn in every instant of change in time. Although the points had the same characteristics only seconds before, they oppose the characteristics it had just before and just after the very second in which they are and to which they relate by similar points also in rotation. The fact of the graph proves my point in quarterly opposing dimensions and values. From this centre line that's only theoretical definable, but is still there all the same, an opposing value always form that becomes real and distinct when rotating, but even more distinct when not rotating because then the line grows so much it covers all the matter, to a securing spin value. When rotation begins, the line shrinks back to a hypothetical position claiming a spin that is not less distinct but more distinct because from that point every rotating piece of what ever is then spinning will clearly carry the singularity value of P implicating rotation Placing singularity is fair, but what will the evidence be in proving its activeness as part of the creation at large? When looking at the cosmos from whichever angle indicates the fact that the cosmos is moving. When spinning too fast the top fights something because the alignment keeping it upright starts to tarnish. The same apply when spinning too slowly but that makes sense. In determining this behaviour as part of a cosmic process where matter interact with matter in an laid down set of rules, we should once more be asking questions and this time it is whether the top will show the same behaviour in outer space as it does on earth. Using the concept that gravity applies P as the circle factor P as well as P2 replacing r2 the replacing by P brings two values as P and P2. That I found is the case with gravity and will be apparent when explaining the sound barrier as well as the Four Cosmic Pillars. In order to create a distinction I remained using r as the indicator of the cube or non-circle that has vacant space and by vacant space I refer to non-solid structures. Pinpoint positioning of singularity P0 with P positioning space to either side forming the border set by singularity in constant directional change as time flows through rotation The new direction pointing to a new location in relation to the previous point will oppose the previous point it had in relation to direction considering the centre point
Author: Peet Schutte Publisher: Createspace Independent Publishing Platform ISBN: 9781535472975 Category : Languages : en Pages : 132
Book Description
This is the starting book of the series. These articles show the solution to the following unexplained cosmic unknowns: What singularity is? Where to locate singularity, Indicating precisely where the centre of the Universe is Resolving The String Theory How the Universe began from singularity Why did the Universe begin from singularity? When did dark Matter enter the Universe? How did everything start from one point forming singularity? How did the solar system form? Resolving the Titius Bode law Explaining the Roche limit Introducing the Coanda effect as a major contributor to how gravity forms Proving why the Lagrangian points are so important in forming the Universe. These articles introduce information that was never yet divulged in any form. In the precise middle of all objects in rotation is a precise centre dividing the object in sectors that will start the spinning initiation from that centre point. Thus, the spinning object will have a middle point, a very specific centre point that does not spin and only holds P as a specific value. One value such a line cannot have is zero because zero does not start any line and therefore the value of the line must be infinite, just as described in accordance and by the definition of singularity That point albeit hypothetical, is also as much a reality none the less and is placed where that point must be standing still because every line running from that point in opposing directions are also in opposing directional spin the other or opposing side. In considering the spinning motion in the fraction of time in the detailed instant every aspect of rotation will turn in every instant of change in time. Although the points had the same characteristics only seconds before, they oppose the characteristics it had just before and just after the very second in which they are and to which they relate by similar points also in rotation. The fact of the graph proves my point in quarterly opposing dimensions and values. From this centre line that's only theoretical definable, but is still there all the same, an opposing value always form that becomes real and distinct when rotating, but even more distinct when not rotating because then the line grows so much it covers all the matter, to a securing spin value. When rotation begins, the line shrinks back to a hypothetical position claiming a spin that is not less distinct but more distinct because from that point every rotating piece of what ever is then spinning will clearly carry the singularity value of P implicating rotation Placing singularity is fair, but what will the evidence be in proving its activeness as part of the creation at large? When looking at the cosmos from whichever angle indicates the fact that the cosmos is moving. When spinning too fast the top fights something because the alignment keeping it upright starts to tarnish. The same apply when spinning too slowly but that makes sense. In determining this behaviour as part of a cosmic process where matter interact with matter in an laid down set of rules, we should once more be asking questions and this time it is whether the top will show the same behaviour in outer space as it does on earth. Using the concept that gravity applies P as the circle factor P as well as P2 replacing r2 the replacing by P brings two values as P and P2. That I found is the case with gravity and will be apparent when explaining the sound barrier as well as the Four Cosmic Pillars. In order to create a distinction I remained using r as the indicator of the cube or non-circle that has vacant space and by vacant space I refer to non-solid structures. Pinpoint positioning of singularity P0 with P positioning space to either side forming the border set by singularity in constant directional change as time flows through rotation The new direction pointing to a new location in relation to the previous point will oppose the previous point it had in relation to direction considering the centre point
Author: Bruce J. West Publisher: Bentham Science Publishers ISBN: 1681082179 Category : Science Languages : en Pages : 299
Book Description
In life, we often face unavoidable complexities in terms of our ability to understand or influence outcomes. Some questions which arise due to these complexities are: Why can’t the future be made certain? Why do the some people or events always end up at the center of controversy? Why do only a select few get ahead of their peers? Each question pertains to three central elements of complexities and these elements are: uncertainty, inequality and unfairness. Simplifying Complexity explains the scientific study of complex cognitive networks, as well as the methods scientists use to parse difficult problems into manageable pieces. Readers are introduced to scientific methodology and thought processes, followed by a discourse on perspectives on the three elements of complexity through concepts such as normal and non-normal statistics, scaling and complexity management. Simplifying Complexity combines basic cognitive science and scientific philosophy for both advanced students (in the fields of sociology, cognitive science, complex networks and change management) and for general readers looking for a more scientific guide to understanding and managing the nature of change in a complex world.
Author: Helmut Kohnke Publisher: Waveland Press ISBN: 1478609303 Category : Technology & Engineering Languages : en Pages : 173
Book Description
A concise, inexpensive treatment! Soil Science Simplified, 4/E was written to acquaint students with the basic concepts and scientific principles of soils without the burden of an extensive study. This useful, well-priced handbook includes discussions of soil classification, soil morphology, and soil and the environment. In addition, a chapter on soil surveys helps readers understand soil resources and apply the information presented in soil surveys to managing the soil environment. Outstanding features: 1) provides essential coverage of factors of soil formation; 2) outlines the most current principles of soil taxonomy; 3) provides an assortment of helpful tables, maps, and line drawings; 4) includes an expanded glossary.
Author: Yves Morieux Publisher: Harvard Business Review Press ISBN: 1422190560 Category : Business & Economics Languages : en Pages : 256
Book Description
New tools for managing complexity Does your organization manage complexity by making things more complicated? If so, you are not alone. According to The Boston Consulting Group’s fascinating Complexity Index, business complexity has increased sixfold during the past sixty years. And, all the while, organizational complicatedness—that is, the number of structures, processes, committees, decision-making forums, and systems—has increased by a whopping factor of thirty-five. In their attempt to respond to the increasingly complex performance requirements they face, company leaders have created an organizational labyrinth that makes it more and more difficult to improve productivity and to pursue innovation. It also disengages and demotivates the workforce. Clearly it’s time for leaders to stop trying to manage complexity with their traditional tools and instead better leverage employees' intelligence. This book shows you how and explains the implications for designing and leading organizations. The way to manage complexity, the authors argue, is neither with the hard solutions of another era nor with the soft solutions—such as team building and feel-good “people initiatives”—that often follow in their wake. Based on social sciences (notably economics, game theory, and organizational sociology) and The Boston Consulting Group’s work with more than five hundred companies in more than forty countries and in various industries, authors Yves Morieux and Peter Tollman recommend six simple rules to manage complexity without getting complicated. Showing why the rules work and how to put them into practice, Morieux and Tollman give managers a much-needed tool to reinvigorate people in the face of seemingly endless complexity. Included are detailed examples from companies that have achieved a multiplicative effect on performance by using them. It’s time to manage complexity better. Employ these six simple rules to foster autonomy and cooperation and to effectively handle business complexity. As a result, you will improve productivity, innovate more, reengage your workforce, and seize opportunities to create competitive advantage.
Author: Peet Schutte Publisher: Createspace Independent Publishing Platform ISBN: 9781537259505 Category : Languages : en Pages : 126
Book Description
This is the 2nd book with articles giving the solution to the following unexplained cosmic unknowns: What singularity is? Where to locate singularity, What has singularity in common with The String Theory. How does singularity connect the entire Universe? Indicating precisely where the centre of the Universe is How does singularity resolve The String Theory How did the Universe began from singularity Why did the Universe begin from singularity? When did dark Matter enter the Universe? How did everything start from one point forming singularity? How did the solar system form? Resolving the Titius Bode law Explaining the Roche limit Introducing the Coanda effect as a major contributor to how gravity forms Proving why the Lagrangian points are important in forming the Universe. These articles introduce information never yet divulged. Singularity is in the precise middle of all objects in rotation in the precise centre dividing the object in sectors that will start the spinning initiation from that centre point. Thus, the spinning object will have a middle point, a very specific centre point that does not spin and only holds P as a specific value. One value such a line cannot have is zero because zero does not start any line and therefore the value of the line must be infinite, just as described in accordance and by the definition of singularity That point albeit hypothetical, is also as much a reality none the less and is placed where that point must be standing still because every line running from that point in opposing directions are also in opposing directional spin the other or opposing side. Considering the spinning motion in the fraction of time in the detailed instant every aspect of rotation will turn in every instant of change in time. The fact of the graph proves my point in quarterly opposing dimensions and values. From this centre line that is only theoretical definable, but is still there all the same, a opposing value always form that becomes real and distinct when rotating, but even more distinct when not rotating because then the line grows so much it covers all the matter, to a securing spin value. When rotation begins, the line shrinks back to a hypothetical position claiming a spin that is not less distinct but more distinct because from that point every rotating piece of what ever is then spinning will clearly carry the singularity value of P implicating rotation Placing singularity is fair, but what will the evidence be in proving its activeness as part of the creation at large? When looking at the cosmos from whichever angle indicates the fact that the cosmos is moving. When spinning too fast the top fights something because the alignment keeping it upright starts to tarnish. The same apply when spinning too slowly but that makes sense. In determining this behaviour as part of a cosmic process where matter interact with matter in an laid down set of rules, we should once more be asking questions and this time it is whether the top will show the same behaviour in outer space as it does on earth. Using the concept that gravity applies P as the circle factor P as well as P2 replacing r2 the replacing by P brings two values as P and P2. That I found is the case with gravity and will be apparent when explaining the sound barrier as well as the Four Cosmic Pillars. In order to create a distinction I remained using r as the indicator of the cube or non-circle that has vacant space and by vacant space I refer to non-solid structures. Pinpoint positioning of singularity P0 with P positioning space to either side forming the border set by singularity in constant directional change as time flows through rotation The new direction pointing to a new location in relation to the previous point will oppose the previous point it had in relation to direction considering the centre point. This information you just cannot miss because everything you will read is as new top science as anything new ever was.
Author: Juan G. Santiago Publisher: MIT Press ISBN: 0262537710 Category : Technology & Engineering Languages : en Pages : 179
Book Description
An introduction to dimensional analysis, a method of scientific analysis used to investigate and simplify complex physical phenomena, demonstrated through a series of engaging examples. This book offers an introduction to dimensional analysis, a powerful method of scientific analysis used to investigate and simplify complex physical phenomena. The method enables bold approximations and the generation of testable hypotheses. The book explains these analyses through a series of entertaining applications; students will learn to analyze, for example, the limits of world-record weight lifters, the distance an electric submarine can travel, how an upside-down pendulum is similar to a running velociraptor, and the number of Olympic rowers required to double boat speed. The book introduces the approach through easy-to-follow, step-by-step methods that show how to identify the essential variables describing a complex problem; explore the dimensions of the problem and recast it to reduce complexity; leverage physical insights and experimental observations to further reduce complexity; form testable scientific hypotheses; combine experiments and analysis to solve a problem; and collapse and present experimental measurements in a compact form. Each chapter ends with a summary and problems for students to solve. Taken together, the analyses and examples demonstrate the value of dimensional analysis and provide guidance on how to combine and enhance dimensional analysis with physical insights. The book can be used by undergraduate students in physics, engineering, chemistry, biology, sports science, and astronomy.
Author: National Research Council Publisher: National Academies Press ISBN: 0309214459 Category : Education Languages : en Pages : 400
Book Description
Science, engineering, and technology permeate nearly every facet of modern life and hold the key to solving many of humanity's most pressing current and future challenges. The United States' position in the global economy is declining, in part because U.S. workers lack fundamental knowledge in these fields. To address the critical issues of U.S. competitiveness and to better prepare the workforce, A Framework for K-12 Science Education proposes a new approach to K-12 science education that will capture students' interest and provide them with the necessary foundational knowledge in the field. A Framework for K-12 Science Education outlines a broad set of expectations for students in science and engineering in grades K-12. These expectations will inform the development of new standards for K-12 science education and, subsequently, revisions to curriculum, instruction, assessment, and professional development for educators. This book identifies three dimensions that convey the core ideas and practices around which science and engineering education in these grades should be built. These three dimensions are: crosscutting concepts that unify the study of science through their common application across science and engineering; scientific and engineering practices; and disciplinary core ideas in the physical sciences, life sciences, and earth and space sciences and for engineering, technology, and the applications of science. The overarching goal is for all high school graduates to have sufficient knowledge of science and engineering to engage in public discussions on science-related issues, be careful consumers of scientific and technical information, and enter the careers of their choice. A Framework for K-12 Science Education is the first step in a process that can inform state-level decisions and achieve a research-grounded basis for improving science instruction and learning across the country. The book will guide standards developers, teachers, curriculum designers, assessment developers, state and district science administrators, and educators who teach science in informal environments.
Author: Toss Gascoigne Publisher: ANU Press ISBN: 1760463663 Category : Science Languages : en Pages : 994
Book Description
Modern science communication has emerged in the twentieth century as a field of study, a body of practice and a profession—and it is a practice with deep historical roots. We have seen the birth of interactive science centres, the first university actions in teaching and conducting research, and a sharp growth in employment of science communicators. This collection charts the emergence of modern science communication across the world. This is the first volume to map investment around the globe in science centres, university courses and research, publications and conferences as well as tell the national stories of science communication. How did it all begin? How has development varied from one country to another? What motivated governments, institutions and people to see science communication as an answer to questions of the social place of science? Communicating Science describes the pathways followed by 39 different countries. All continents and many cultures are represented. For some countries, this is the first time that their science communication story has been told.
Author: Peet Schutte
Author: Peet Schutte
Author: Bruce J. West
Author: Helmut Kohnke
Author: Yves Morieux
Author: Peet Schutte
Author: Juan G. Santiago
Author: Daniel Sheriff
Author: John Michels (Journalist)
Author: National Research Council
Author: Toss Gascoigne