If you ever get a chance to repeat your life starting from birth, would it turn out the same? How is it possible to predict something that is unpredictable or too complex? Those are two questions that are commonly thought of and talked about every day. Even from the smallest or biggest decisions you make everyday, your life would still change and will surely affect your future. Some of the outcomes might even turn out to be completely different from what you expected. There are endless possibilities of what could happen based on your decisions but you will never know for sure what will happen.
The chaos theory is a mathematical notion that is used to comprehend explosions, chemical reactions, biological and biochemical systems. The chaos theory is now a very valuable gadget in the analysis of population trends and is helping to model the expansion of diseases. Epidemiologists now use the chaos theory to help them predict the growth of epidemics. Meteorologists also use the chaos theory as a resource to predict the weather and phenomenons. The chaos theory was well acknowledged and analyzed by scientists in the 1900s. One of the earliest scientists to state an opinion about the chaos theory was Edward Lorenz, a mathematician, pioneer and meteorologists. Edward Lorenz was also a meteorology professor in Massachusetts Institute of Technology.
Edward Lorenz found some very interesting discoveries in his research on the weather patterns he saw in the early 1960s. Edward Lorenz in the 1960s, was trying to understand weather systems and find a weather pattern. In which doing so, he ended up with some simple calculations. The computer Edward Lorenz was using to find weather patterns, was based on twelve variables.
The twelve variables included things similar to temperature and wind velocity. Temperature and the velocity of the wind can be illustrated as lines on graphs, increasing and decreasing during some period of time. Lorenz repeated the stimulation he had to go through again as he did before and it turned out that he had rounded a number up from .
506127 to .506. With the exact number he had, instead of rounding, he ended up with weather patterns for the next couple of months which changed everything. The changes that were made by him rounding up the number gave a whole lot different result of what he originally had. He came into conclusion to some very particular results, which then lead him to the result of nonlinear equations.
There’s many examples that nonlinear equations and systems are used for. For example, climate is a nonlinear system constructed of various nonlinear subsystems. Unexpected climate change take place at tilting points where the nonlinearity of the system causes extreme change in reaction to a slight supplementary transition in position.Biologists, physicists, mathematicians, and other type for scientists started to analyze nonlinear equations. Nonlinear equations provide accurate observations that can be used in realistic life-like problems. Nonlinear equations contained infinite material that cannot have an exact solution, they are most likely to be very unpredictable.
Nonlinear dynamic systems consist of systems that have to do with the turbulence in fluids, weather and the stock market which cannot be predicted in a graph with an aligned line. In the development of his experimentation, he identified one of the chaos theory’s most important principles which was the Butterfly Effect. The interpretation of the name, The Butterfly Effect, is for its affirmation that if a butterfly flutters its wings in one side of the world, it will impact the other side of the world. Edward Lorenz, who practically developed the concept of the butterfly effect, never really intentionally meant for it to result in this way, in fact he meant the say the opposite.
Lorenz also demonstrated that slight changes in the atmosphere could have an impressive effect on the weather. The chaos theory can also be used to human biological rhythms. The human body has many rhythms. For example, the heart beating in series of rhythms, inhaling and exhaling oxygen, which is breathing and the everyday rhythm of waking up and falling back to sleep. Also, other rhythms that our body has are the jumping action of the eye that allows humans to concentrate and develop images and the consistency and inconsistency in the brain waves of psychologically healthy and psychologically damaged people as symbolized on electroencephalograms. Not one thing of these effective systems is impeccable all the time, and when a course of chaotic conduct occurs, it is not automatically awful. Hearts in good condition generally display brief chaotic variation, and hearts that are not healthy can have usual rhythms. Applying the chaos theory to these human influential systems contribute information about how to decrease sleep disorders, heart disease, and mental disease.
There are three probabilities that can happen with the chaos theory. The chaos theory can either not influence an understandable system at all, which will then lead to logical and precise outcome without modification. The chaos theory can influence a system with a superficial measure of inaccuracy, so that a few calculations will constantly be inaccurate and a few outcomes will be unexpected. Finally the chaos theory can dominion unrestrained on a complex system without predictability or structure. These three possibilities put into use to everything chaos theory bargain with, from weather to business preparation.
Distinctive weather systems and the atmosphere are challenging to forecast. For example, because of the atmosphere being chaotic, a weather forecast for a week or so duration has limited effectiveness by the tenth day and tremendous errors can be observed after only a minor amount of days. Nevertheless, massive weather systems can be distinguished from ancient records by knowing primary conditions in the atmosphere. To decide these primary conditions, an abundant number of primary but not completely identical, states are composed. There are around ten distinctive systems that represent weather variability in the northern hemisphere.In this matter, the meteorologist’s intention is not to anticipate one peculiar climatic occasion. Alternatively, it is to conclude the common chance for insignificant adjustments in climate against the chance for primary changes in climate.
Those chances could come to conclusion in extreme weather changes not knowledgeable in ordinary climates. The chaos theory grant for the prognosis of long-term meteorological circumstances such as global warming and the greenhouse effect.