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Vector Visualization

I think if there is no real existing three body... How can there be a real solution.... If there exists a three body system that is stable.... Then the solution can be found... To find a solution that is to predict a system in future, is hitting arrow in the dark...

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It seems to me Three Body Problem is a solvable problem...                       12.08 AM I have devised a method... To find the path of the earth around the sun..                                                 8.29 PM

Good Night 

Good Night 

I went to Shirdi and returning now... I have thought nothing about the problem  Till now The content has ended...                 7.00 PM

I have created a new method... In the two body problem if we imagined a cone The object revolving in the cone with zero angle of inclination phi Will orbit in a circle Planet with some inclination of orbit  Will have elliptical orbit or parabolic or hyperbolic orbit

I have created two methods... 1) For knowing the direction of the resultant vector of two vectors starting from the same point. i) draw two vectors starting from the same point. ii)take the length of the first vector and draw a circle on the second vector and take the length of the second vector and draw a circle on the first vector This could also be achieved by drawing a parallelogram of the two vectors.    6.48 PM I have started believing that the revolution of a planet around a star have a relationship with its own rotation and  electromagnetic field of both the star and the planet....                                      7.22 PM We will now study the relationship using data....                                                7.23 PM

Many things I want to say today.... But let's continue with our discussion  We know that $$ sinθ\;α\;r $$ I am reading this book Orbital Mechanics for Engineers  This books very start helped to understand vectors  I really like this concept of  $$ \overrightarrow{r\;}=at^{2} $$ Where t is time  Thus r is squared function of time. This means in t vs r graph  r will show a curve...  Also r is a function of time Thus r varies with time. Interesting... I have certain traumas to overcome I will rest for a while...                               4.40 PM What I have realised is that internet can't do everything.... It is the man who puts efforts....                                            6.46 PM My paranoia isn't allowing me to think clearly        ...

Finished with my practical as a teacher it is exhausting... Students don't listen  My mother doesn't listen My Supervisor called me to meet I suspect that the reason is that I am inefficient in managing the class it is the sigh of relief as well as a thing to worry about  I don't like losing my reputation  Also I don't think students should be forced to keep quiet. Coming to Three Body Problem  I feel circular motion is also caused revolution or spin...                       12.09 PM Example take a ball kept on a table and is set to spin it would create a circular path.... Or a better example take a pumpkin and rotate with a tilt to it.It will follow a circular path...                                             12.15 PM If the center of gravity of a object is shifted it will create a circular p...

After sleepover at me cousins house. I went to my friends engagement function Now after resting I am planning to reading the book Orbit mechanics for engineers Three body part of the book doesn't seem that interesting...                                   6.34 I am devising a new method to solve the two body problem I feel Sir Isaac Newton devised the formula for linear motion and not for circular motion...                                    8.19 The solution to equation should give us an answer in its simplest form x²+y²=a². (In x and y axis) So I start with a condition say  There are two planets say p1 and p2 having velocity equal but in opposite direction v now say the two body attracted due to the gravitation in a straight line  At a point when the planets are one above the other the velocity vect...

 it seems to me that it is impossible to solve the three body problem.... i thus can do it... We will look whether come to a solution. The Runge-kutta method is the one method  it seems to me that there is not much info on the internet regarding Runge-kutta method The reason why i believe the the solution is possible because  there exist planets which are three body systems and are doing perfectly fine. also i believe that in the solar system planets shouldn't have elliptic orbit because planets might affect each other. Thus leading us to an absurd path. A different path.... I might post soon post the resource i am going to use...                                                                     00.11 I Think I must study about solar systems  I wonder how is my assumptions rigtht? 00.24 I wond...

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Total Number of Lines Passing through a Point is 2π!?? So I was studying infinite series lately... (Or maybe since 2018)... So there was this paradox called Olbers paradox... Assume a static universe in which the stars are uniformly distributed. Divide all space into shells of constant thickness; the stars in any one shell by themselves subtend a solid angle of ω0 Allowing for the blocking out of distant stars by nearer stars, show that the total net solid angle subtended by all stars, shells extending to infinity, is exactly 4π [ From 1.1 Infinite Series Mathematics Methods For Physicists Afrken and Weber]* (Please Let me know if you can solve this 🥹🥹 I mean I was able solve this intuitively  But We need a step-by-step approach with write approach  There exist a solution on internet (stack exchange.physics.com) you might refer that too...) So we discovered that (from the problem we have of Olbers paradox I mean from above) if we draw infinite number of lines passing from a ...

So with the help of many sources I tried a solution.... To Question 🥁 Assume a static universe in which the stars are uniformly distributed. Divide all space into shells of constant thickness; the stars in any one shell by themselves subtend a solid angle of ω0 Allowing for the blocking out of distant stars by nearer stars, show that the total net solid angle subtended by all stars, shells extending to infinity, is exactly 4π [ From 1.1 Infinite Series Mathematics Methods For Physicists Afrken and Weber]* As it seems the problem is in geometric progression. We apply the sum of geometric series formula. With ω0 being initial parameter and r being shining factor which already seems to be less than 1, as question mentions; due to blocking ω goes on decreasing... $$ {\lim_{{n}\rightarrow{\;∞\;}}}S=\frac{ω_{o}}{1−r} $$ I tried to find the exact factor but it seems very difficult visually to solve the equation even Chatgpt had hard time So I directly assumed.....