Dessian physics

Physics within the dess work differently than in our universe.

Elementulets

Dessian elements are made up of elementulets, comparable to subatomic particles. These elementulets come in six distinct vibes, all of which are given a minuscule character for identifiability. They are also differentiated by their mass.

• The NP pair
  • Negalets (n, 0.121×10^-40 kg), with a negative vibe.
  • Posilets (p, 0.420×10^-40 kg) with a positive vibe.
• The UX pair
  • Neutrolets (u, 0.326×10^-40 kg) have a neutral vibe.
  • Xenolets (x, 0.621×10^-40 kg) have a funky vibe.
• The DZ pair
  • Diapherolets (d, 0.457×10^-40 kg) have an interesting vibe.
  • Pezolets (z, 0.202×10^-40 kg) have a mundane vibe.

Forces

The elementulets are all governed by a series of forces, regulated by their own particles, called dolets.

Common force

A chart displaying common and weird interactions.

The common force, governed by the common dolet, binds elementulets together in a similar manner to gluons binding quarks. It does so by a similar mechanism to quarks' colour charges, called vibes. Vibes are always trying to stabilise into a calm form.

	n	p	u	x	d	z
n	Strong Repel	Strong	Repel	Weak	Repel	Weak
p	Strong	Strong Repel	Weak	Repel	Weak	Repel
u	Repel	Weak	Strong Repel	Strong	Repel	Weak
x	Weak	Repel	Strong	Strong Repel	Weak	Repel
d	Repel	Weak	Repel	Weak	Strong Repel	Strong
z	Weak	Repel	Weak	Repel	Strong	Strong Repel

Weird force

The weird force, governed by the weird dolet, also binds elementulets together. This force creates weird forms, that is, not calm, which if governed by the common force would break down instantly.

	n	p	u	x	d	z
n	Strong	Strong Repel	Weak	Repel	Weak	Repel
p	Strong Repel	Strong	Repel	Weak	Repel	Weak
u	Weak	Repel	Strong	Strong Repel	Weak	Repel
x	Repel	Weak	Strong Repel	Strong	Repel	Weak
d	Weak	Repel	Weak	Repel	Strong	Strong Repel
z	Repel	Weak	Repel	Weak	Strong Repel	Strong

Elegant force

The elegant force, controlled by the elegant dolet, binds elements together. They do so by locking onto eachother in a jigsaw puzzle-like manner. These dolets come in two forms: the yes form and the no form. Yes binds to no and viceversa. They can change forms via a process called reconsideration. Yes-reconsideration converts yes to no, and creates a negalet, neutrolet or diapherolet as byproducts. No-reconsideration converts no to yes, and creates a posilet, xenolet or pezolet as byproducts. Every elementulet cluster generates elegant dolets, based on how strong their interactions are. No interactions make one of each. Strong binds make four, weak binds make two. Repels subtract one, and strong repels subtract three.

Cordial force

The cordial force, governed by the cordial dolet, binds large masses together, generating cordiality, analogous to gravity.

Dessian elements

Clunium (symbol Ⰰ), a elegant metal, whose atoms are made only of one pezolet each.

Dessian elements are analogous to cosmic elements. They are the building blocks of every material in the dess, and are made of elementulets strung together into a ring shape.

Desmism	Force	Group
		NP	UX	DZ	NPUX	NPDZ	UXDZ
D0		Aranine Ⱑ n	u	Elein Ⰵ d
		Solanium Ⱄ p	x	Clunium Ⰰ z
D2	c	Erythrum Ⱀ n=p	u=x	d=z	n-x	n-z	u-z
					p-u	p-d	x-d
	w	n2	u2	d2	n.u	n.d	u.d
		p2	x2	z2	p.x	p.z	x.z
D3		n3	u3	d3	n2.u	n2.d	u2.d
		p3	x3	z3	p2.x	p2.z	x2.z
					n.u2	n.d2	u.d2
					p.x2	p.z2	x.z2
D4	c	Esogen Ⰳ (n=p)2	(u=x)2	(d=z)2	(n-x)2	(n-z)2	(u-z)2
					(p-u)2	(p-d)2	(x-d)2
	w	n4	u4	d4	(n.u)2	(n.d)2	(u.d)2
		p4	x4	z4	(p.x)2	(p.z)2	(x.z)2
					n3.u	n3.d	u3.d
					p3.x	p3.z	x3.z
					n.u3	n.d3	u.d3
					p.x3	p.z3	x.z3
					n2.u2	n2.d2	u2.d2
					p2.x2	p2.z2	x2.z2
D5		n5	u5	d5	n4.u	n4.d	u4.d
					p4.x	p4.z	x4.z
					n.u4	n.d4	u.d4
					p.x4	p.z4	x.z4
					n3.u2	n3.d2	u3.d2
					p3.x2	p3.z2	x3.z2
					n2.u3	n2.d3	u2.d3
					p2.x3	p2.z3	x2.z3
D6	c	(n=p)3	(u=x)3	(d=z)3	(n-x)3	(n-z)3	(u-z)3
					(p-u)3	(p-d)3	(x-d)3
	w	n6	u6	d6	(n.u)3	(n.d)3	(u.d)3
		p6	x6	z6	(p.x)3	(p.z)3	(x.z)3
					n5.u	n5.d	u5.d
					p5.x	p5.z	x5.z
					n.u5	n.d5	u.d5
					p.x5	p.z5	x.z5
					n4.u2	n4.d2	u4.d2
					p4.x2	p4.z2	x4.z2
					n3.u3	n3.d3	u3.d3
					p3.x3	p3.z3	x3.z3
					n2.u4	n2.d4	u2.d4
					p2.x4	p2.z4	x2.z4

Desmism

Desmism represents the amount of connections present in an element's structure. Because of the nature of the binding forces, odd-numbered desmic groups will always be weird.

• Adesmic (D0) elements present no bonds, being entirely made out of one type of elementulet.
• Bidesmic (D2) elements present two bonds, thereby being made of two elementulets.
• Tridesmic (D3) elements present three bonds, and are therefore made of three elementulets.
• ... and so on and so forth.

Pentadesmic elements and above are highly unstable and will attempt to separate into smaller forms, releasing weird energy (not to be confused with the weird force) and heat as a byproduct.

They are further divided in groups according to certain common characteristics they share:

• The NP group or entigens are elements essential for entities to arise. They are all formed of NP pair elementulets.
• The DZ group or elegant metals are all solids that display elevated elegance and reflectivity. They are all formed of DZ pair elementulets.
• The UX group or uncouth elements have low elegance, and require more energy to create elegant bonds. They’re all formed of UX pair elementulets.
• The NPDZ group or gross metals are solids that display elevated dielegance (repulsion) and reflectivity. They’re formed of bonds between NP pair and DZ pair elementulets.
• The NPUX group or artless solids are unusually soft while not being gelatins. They’re all formed of bonds between NP pair and UX pair elementulets.
• The UXDZ group or cursive liquids have an unusually low viscosity. They’re formed of bonds between UX pair and DZ pair elementulets.

Above these groups, elements are divided by their weirdness. That is, whether their elementulets are governed by the weird force:

• The calm elements are elements whose elementulets are governed by the common force.
• The weird elements are those whose elementulets are governed by the weird force.