The Advent of Parallax Distance to Measure Immense Distances in Space

Hubble-Telescope-stars

Stellar parallax is a measurement technique developed by Friedrich Bessel to measure far away objects in deep space. The process of stellar parallax involves measuring an object from two separate vantage points hinging upon the fact that the object being observed will appear to move a lot more than objects further behind it (e.g. if an observer closes one eye and views their finger in front of a building, and then repeats this act with their second eye closed and the first eye open, the observers finger will appear as though it has moved much further left or right, relative to the other objects behind it). Because Bessel developed a method of calculation to take advantage of this phenomena, astronomers now have the ability to map grand distances with relative accuracy. Bessel worked out that if an observer took an image of a star when the Earth was at either side of its orbit around the sun, it would be possible to observe the star shifting in its position. By knowing how much a star shifts, it is possible to calculate the distance the star is from its observation point on Earth. Bessel surmised that the relatively close star 61 Cygni must be 100,000,000,000,000 (100 trillion) kilometers away from the Earth because of his parallax distance method. This technique unfortunately is severely limited as the diameter of the Earth’s orbit is only 300,000,000 (300 million) kilometers which means that the parallax method can only measure objects up to a factor of 1,000,000x (1 million) the Earths orbital rotation, allowing for a maximum distance of 300,000,000,000,000 (300 trillion) kilometers which is only a tiny fraction of the size of the Milky Way Galaxy or the universe as a whole

The Ancient History of Damascus Steel

Damascus-steel-swordDamascus, Syria, the birthplace of Damascus steel was prized in the ancient world for its durability but unbeknownst to the craftspeople who forged Damascus steel, the region from which the iron ore was taken had naturally occurring nickel which meant that Damascus metalsmiths had composite steel 3000 years before the rest of the world as the idea to mix different kinds of metals had not yet been invented. Damascus steel was shatter resistant and could be sharpened to become sharper than any other type of steel. Having first encountered it during the Crusades of the 11th century, European forgers attempted for centuries to recreate what their Middle Eastern counterparts had already perfected

The Advent and Original Intent of Intelligence Quotient​ Examinations

inteligent-quotiant-examination

Intelligence quotient examinations were invented by the French psychologist Alfred Binet as a way of measuring and identifying skill sets which children had or had not yet developed during their adolescence. The idea was to calculate the mental age divided by the chronological age to determine whether a child was ahead or behind their peer group

The Evolution of Primitive and Sophisticated Neural Networks

neural-network

The human brain has 100,000,000,000,000 (100 trillion) connections and 86,000,000,000 (86 billion) neurons, which is more connections and neurons than there are stars in the Milky Way Galaxy. Ironically, the majority of the most successful creatures on Earth do not have a brain; organisms like plants, coral, and jellyfish. The sea squirt is a primary example as it has just 200 neurons, allowing it only to perceive and display simple interaction with the environment by sensing light and moving its flagellum. The sea squirt moves around until it finds a rock, then it dumps its tail and uses those once dedicated neurons for different applications, staying anchored to this spot for the rest of its life. Neurons were originally designed to allow for simple motion and movement, but as evolution progressed steadily, neural networks began to build and design intelligent life which is capable of consciousness and a sense of self but also more abstract concepts like art, mathematics, and science

The Decaying Sewage Infrastructure of Calcutta, India

Calcutta-India-sewer-cleanerKolkatan sewers were once the envy of the world, built during the Victorian era and spanning 90 kilometers below the city. Because the Kolkatan sewer system is now 130 years old, it no longer functions as it should, especially when accounting for the increasingly large modern day population of Calcutta, India. Due to this, teams of workers with buckets enter the sewers every night all over Calcutta to shovel and remove excrement so that blockages don’t occur. Workers typically work 11:00 PM – 5:00 AM because this is when the least amount of people are awake to use the bathroom. The problem is becoming increasingly worse as time progresses, being that more and more people are now connecting into the central city sewage line as incomes and quality of life increases throughout India

 

The Mathematical Inventions of Muhammad ibn Musa al-Khwarizmi

Muhammad-ibn-Musa-al-Khwarizmi

The mathematical concept of algorithms were developed by and subsequently named after Muhammad ibn Musa al-Khwarizmi (pronounced “moo-ham-mad ih-bin moo-sah al kwar-iz-me”), an Islamic scholar who lived during the 8th century. The concept of algorithms arrived in Europe in the 12th century and al-Khwarizmi’s name was translated to Latin which is where the term “algorithm” is derived. al-Khwarizmi also introduced the western world to the decimal system and introduced reduction and balancing methods (e.g. like and unlike terms) causing al-Khwarizmi to become referred to as the ”father and founder of algebra”. The term “algebra” is derived from the Arabic term “al-jabr” which means “reunion of broken parts”. al-Khwarizmi invented and used algebra to solve quadratic equations and it has been stated throughout history that the ideas that al-Khwarizmi developed, helped usher in the European Renaissance during the 14th, 15th, and 16th centuries

The End of the Universe and the Big Crunch Theory

big-crunch

The likelihood of a Big Crunch in which the universe expands to the point that it then collapses inward upon itself is not very probable as mathematical calculations demonstrate that there simply isn’t enough mass in the entire universe to be able to revert into into an enormous compaction. The idea of the universe folding in upon itself can be visualized by imagining a person throwing a ball in the air. The Earth has enough mass to bring a thrown ball back down to the ground but if thrown faster than the speed of escape velocity which is 11.186 kilometers per second, a thrown ball would never come back down, in fact, it would travel an infinite distance over an infinite timespan before the Earth mathematically had enough time and mass to pull the ball back to its starting position. The universe is represented by the Earth in that it acts as a force upon other objects and the ball represents all matter throughout the universe in this thought experiment