John Dalton: The Man who Ushered in Atomic Research
John Dalton was born in Eaglesfield, England on September 6, 1766. His parents raised him as a Quaker with earnest values: to live one’s life, not on a set of beliefs or utterances of God, but rather to exist as a testimony to the world. His family taught him that an individual’s existence should give meaning to hard work, humility, altruism, kindness, simplicity, community, tolerance and equality. Though his family was extremely frugal, he was fortunate to receive an education from his father, who was a weaver, and from a fellow Quaker, John Fletcher, who ran a private school in a village nearby. Through this fortune, Dalton became a precocious young man with an insatiable appetite for knowledge who, by the time he was 12-years-old, taught at a local school to help support his family.
At 15, Dalton moved to Kendal to join his brother in teaching at a Quaker school. He was acute and eager to learn. However, Dalton was a Quaker, and as a Quaker, he was a dissenter and was not encouraged to pursue higher education: society barred him from attending English universities. Nonetheless, his curious nature inspired him to seek academia, regardless of the limits that society imposed on him. Thus, to continue to feed his wonder, he received informal instruction from John Gough, a blind philosopher gifted in the sciences. Dalton was always observing, always taking notes, always asking questions and so, in 1787, Dalton began a meteorological diary. From that day forward, until the day he passed away, he entered over 200,000 weather expositions and observations into that journal.
Colorblindness
It was during his tenure that Dalton discovered that he was colorblind. One day, while walking the streets of Kendal, he saw a shop window with a sign that said, “Silk, and newest fashion.” His mother’s birthday was coming up, and so he considered stockings as an ideal gift. Aware that she always wore wool, homemade, knitted, dowdy stockings, with earnest intentions he picked out what he thought to be a somber Quaker-appropriate color for his mother, which would eventually shock the family.
When she received the gift, she was surprised. She informed Dalton that she could never wear her new stockings, as they were scarlet red. Confused, Dalton verified with his brother that he bought dreary gray stockings. Thinking that his mother’s eyesight was waning, he asked her to ask the neighbors what color they thought the stockings were. Her friends confirmed that they were red. He realized that the problem in seeing colors could be due to his and his brother’s eyes. As such, as the passionately curious man that he was, Dalton delved extensively into the concept that he called colorblindness, which would eventually be termed Daltonism.
In 1793, Manchester needed this determinedly prurient man and passionate teacher of so many subjects. New College was the perfect name for a college with a new vision, which was to provide higher education to bright, non-conforming dissenters. Thus, with his expertise, knowledge, and tremendous insight, New College in Manchester appointed him as a teacher of their academy. Though new to this fast-growing city, as a Quaker with natural networking skills, he thrived in the scientific and philosophical community. As a result, in 1794, the Manchester Literary and Philosophical Society elected him as a member. A few weeks later, on October 31, 1794, he presented and published his first paper and findings on colorblindness, called Extraordinary Facts Relating to the Vision of Colours. Dalton presented groundbreaking research on colorblindness, supported by his belief that the discoloration of the aqueous humor, which is the liquid medium of the eyeball, is what causes colorblindness. On that day, he unknowingly claimed his role as a forefather in the field of colorblindness as he spent many years studying Daltonism. He was so enthralled and devoted to this affliction that he requested, in his will, that his assistant dissect his eyes to confirm his theories.
After his passing, his assistant, Joseph Ransome, followed through on his promise. Scientists disproved most of Dalton’s theories showing that colorblindness is not caused by the discoloration of the aqueous humor, but rather due to insufficient senses in the eyes. However, one part of his theory did hold up: that colorblindness is genetic. Thus, even in his passing, Dalton continued to serve his scientific community with calculable results.
Dalton’s Law of Partial Pressures
In 1800, as the University’s financial situation declined, Dalton resigned from his position and successfully transitioned into tutoring to supplement his income. He continued his research on colorblindness, meteorology, physics, and chemistry, and the same year he left the college, his peers at the Manchester Literary and Philosophical Society named him Secretary. It was a flourishing time for Dalton. He was relentless and passionate when it came to research, and this served him well. Thus, the following year he presented the series of four essays to the Society titled Experimental Essays on the constitution of mixed gases; on the force of steam or vapour of water and other liquids in different temperatures, both in Torricellian vacuum and in air; on evaporation; and on the expansion of gases by heat. Each essay proposed valuable data and findings on the gases in the air.
- The first essay proposes uniformity in atmospheric composition at all elevations.
- The second essay introduces calculations for moisture in a measured volume of air. This particular essay was, years later, further supported when scientist Michael Faraday showed that low temperatures and intense pressures reduce all elastic fluids to liquids.
- In the third essay, he states that the quantity of water evaporated is exactly proportional to the vapor pressure.
- The fourth essay he proposed that all elastic fluids under the same pressure expand equally by heat. This essay describes Dalton’s Law of Partial Pressures, which is commonly used in a mixture of non-reacting gases to indicate that the total pressure exerted is equal to the sum of the partial pressures of the individual gases.
Dalton’s Atomic Theory
As though marking his claims on colorblindness and partial pressures was not enough, Dalton forged a notable path into atomic theory. On September 3, 1803, Dalton titled a page in his notebook, “Observations on the ultimate particles of bodies and their combinations.” Though now considered archaic, he proposed that the atom is the smallest part that takes place in chemical reactions. He then listed five circular scribbles with notations and atomic weights. These notations were the very first Table of Elements, which, consisted of only five elements, Hydrogen, Oxygen, Azote (Nitrogen), Carbon, and Sulfur. These five simple notations opened up a whole world of elemental calculations for future generations to discover.
A little over a month after his observations, on October 23, 1803, Dalton read a paper to the Manchester Literary and Philosophical Society titled, “Essay on the Absorption of Gases (by Water).” This essay concluded with his presentation of 21 “simple and compound elements,” all arranged by atomic mass.
In 1808, Dalton published his first volume of work on the elements entitled A New System of Chemical Philosophy. In this publishing, he presented a new set of data consisting of 20 elements. Even though some of the atomic masses were incorrect, this was significant progress because it began to pave the way to elemental discovery and a process in which to categorize their chemical structures. Though his book utilized the foundational work of the Greek “Laughing Philosopher” Democritus, Jeremiah Benjamin Richter, and French chemists Antoine Lavoisier and Joseph Proust, his book was innovative and revolutionary. This new book was thorough and contained tables and tables of relevant and beneficial data, including a table on elemental behavior under certain temperatures, a table on the expansions of water, solids, and gases and, of course, his most famous Table of the Elements.
Also true to his nature as a mathematician, he produced valuable equations to assist in the peer review of his findings. Finally, like a concluding presentation to a drum roll and an announcement, in the final chapter of Chemical Philosophy, Chapter Three, titled On Chemical Synthesis, Dalton presented a thoroughly precise explanation of the atomic structure and the building blocks of matter. In his flyer for this historically essential book, he articulates, “The third chapter is on Chemical Synthesis; and tends to place the whole science of Chemistry upon a new, and more simple, basis than it has been upon heretofore.”
Finally, in 1827, when he published his second volume of work, his list of elements increased to 36 elements. These unique designs were Dalton’s rare and original designs. However, because they were unique and non-uniform, they were challenging for his peers and students to remember. As such, this 1827 publishing is the only presentation of these elements in this fashion.
Scholars and scientists over the years have evaluated his theories and have set them forth as follows:
DALTON’S THEORY
Compounds are composed of atoms of more than one element.
WHAT THIS THEORY MEANS
If we have element X and element Y, when they are combined, they create compound XY.
DALTON’S THEORY
All the atoms of a given element are identical to the other atoms in the same element.
WHAT THIS THEORY MEANS
For element A, we have atoms of element A, called a. All a’s are identical.
DALTON’S THEORY
Atoms are exceptionally small and indivisible, and they comprise everything in nature. Since atoms are indivisible, and they cannot be created or destroyed, a chemical reaction is either a combination, separation or rearrangement of atoms.
WHAT THIS THEORY MEANS
Atoms cannot be divided, atoms cannot be destroyed or created, atoms create everything, and atoms do not change in a chemical reaction. As such, mass is conserved, validating Newton’s Law of Conservation of Mass.
DALTON’S THEORY
All atoms of a given element are identical. These atoms have the same size, mass, and chemical properties. However, the atoms of one element vary in size and mass from the atoms of all other elements.
WHAT THIS THEORY MEANS
Let’s say we have element A and element B, with atoms a and b. All a atoms will always look like other a atoms, and all b atoms will look like other b atoms. When we combine them to make compound AB, a remains as a, and b remains as b. In other words, Hydrogen atoms are not the same as Oxygen atoms.
DALTON’S THEORY
In a compound, for any two elements present, the ratio of the number of atoms combined is either an integer or a simple fraction, like 1:1, 1:2, 2:3, etc.
WHAT THIS THEORY MEANS
For compound AB, its ratio is 2:1. In other words, for every two a atoms, we have one b atom. This theory is the Law of Multiple Proportions, which states that if we have two compounds of the same two elements, and if we hold the mass of one of those elements constant, then we can explain the ratio of the masses of the other element in small whole numbers.
Dalton’s atomic theories are astounding in that they still hold true for chemical reactions. The difference today is that, as technology has developed and allowed us to create vacuums in which to study the atom, we have no doubt discovered an extensive collection of subatomic particles. Furthermore, instead of noting that all elements of a given element have the same mass, scientists today note that all atoms of a given element have the same atomic number, which is the number of protons in the nucleus of the atoms. Also, in a nuclear reaction, atoms can be destroyed. Furthermore, an atom can change into another type of atom by capturing a subatomic particle. However, it is important to note that this is only true for nuclear reactions. Thus, for all chemical reactions, over 200 years later, Dalton’s theories still hold true.
Though Dalton’s contribution to science is tremendously astounding in that his concepts still hold true for chemical reactions, what we often do not read about in science books is Dalton’s contribution to his community and his value as a cherished friend among his peers. As a Quaker, he knew the importance of communion and treasured friendships. His approachability and constant need to share his ever-developing scientific revelations served as a tremendous tool to his success.
His social reach covered many miles, as he maintained consistent communication, writing letters to his friends. There is no doubt, as a man who existed to be a testimony of his values, that he truly did respect and cherish his friends. Thus, always prefacing his letters with “Respected Friend,” he shared his revelations, thoughts, and ideas, as though he were bantering with them in person, to break through to his eureka moments. Furthermore, when each of his works came to completion, he would send letters and flyers, presenting his work to his associates, friends, and colleagues, sharing the news about his latest work, encouraging them to buy his books. Thus, his innate Quaker talents as a networker served as an ideal platform from which to market his books.
Dalton was a devoted and esteemed member of the Manchester Literary and Philosophical Society for 50 years. As such, in 1817, the Society appointed Dalton as President. In 1822, the Royal Society offered him an elected membership, which, due to his Quaker values and his desire to avoid public recognition, he turned down. Despite the rejection, the Royal Society, in 1826, awarded him a gold medal for his scientific discoveries. His popularity continued to soar, and in 1832, despite his desire to dismiss the overwhelming accolades, he humbly received an honorary Doctorate of Science from Oxford University. Adorned with a bright, red robe, Dalton justified that his wearing of the traditional robe was acceptable since his colorblindness could not allow him to see the color red anyhow.
That same year, the British Association for the Advancement of Science announced, at a meeting in Cambridge, that the King bestowed Dalton with a pension of £150, which, three years later, was raised to £300. Though this would have given him the opportunity to live out his days comfortably, Dalton continued to work diligently on his research and discoveries.
From 1834 to 1844, John Dalton’s popularity grew among peers, in universities, in laboratories and even in households as academies and associations bestowed him with honors and recognition. The Institute of France enlisted him as a corresponding member, the American Academy of Arts and Sciences procured him as a Foreign Honorary Member, and Edinburgh University offered him an honorary Doctorate. However, like the colleagues who claimed him brilliant, and like the institutes who exalted him as honorable, his years possessed his body as his age began its reclamation back to the Earth. In 1837, Dalton suffered a stroke. Though he survived this physical blow to his body, the occlusion imposed Dalton with a speech impediment. Nevertheless, he persisted with his research, his curiosity, and his work.
In 1838, the Royal Manchester Institution erected a statue of Dalton. To be honored while still alive was such a profound acknowledgment that Dalton no doubt deserved, as a valuable scientist and as a cherished friend to the community. Despite his accolades and sincere admiration, he remained true to his Quaker roots: humble, kind, altruistic, diligent, and hard-working. Still, with unrelenting disregard, age came to call for him, beckoning him to leave. True to his resilient nature, Dalton ignored the requests of age. Thus, with his last ounce of resourcefulness and intrigue, he entered a meteorological observation in his notebook on July 26, 1844. The next day, he took his last breath.
There is no doubt that leading up to his last moment of life he served science well. Science knew that and science rewarded him tenfold with the gratitude in the form of honors and friendships. However, John Dalton did not just leave his honors and works behind. He also left a mark on the hearts of others with the salutation of “Respected Friend” and a constant reminder that each person has something valuable in the world to offer. His reverence for others was made evident by the outpouring of love and grief that followed his passing. For, at his civic funeral, the Annals of Manchester noted that over 40,000 people came from great distances to pay their respects to a man who served his life in the name of science.