by SamK September 7, 2008
Get the homoness mug.In New Zealand slang, a hoon is a puff of a vape or e-cigarette - the equivalent of a drag of a regular cigarette. Some people may refer to the vape itself as a hoon or a hoonage.
by Sulfur Sea Sponge June 8, 2019
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(n): the extreme sexual urges felt for one of the same or similar sex
**these are not just any feelings- they are intense rushes of hormones secreted similar to those like adrenaline, etc.
**these are not just any feelings- they are intense rushes of hormones secreted similar to those like adrenaline, etc.
Dude, I think my homones are kicking in. I think that dude over there is SO hot. You think he has homones too? Dude?
by Non-hormonal teen July 22, 2010
Get the Homones mug.Jim: After I got my Ph.D in biology, I started working with the company that makes enzyte. We're developing new natural male enhancement techniques.
Bob: Dude, you're such a homonaut.
Bob: Dude, you're such a homonaut.
by ShhI'mHuntingWookiees August 14, 2009
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Get the Hason mug.1. To travel at speed in a confined area, or do burnouts on a public road in traffic ..
2. To show off in a dagerous manner, mostly with a vehicle or engine powered item ..
2. To show off in a dagerous manner, mostly with a vehicle or engine powered item ..
by Onetrack March 18, 2004
Get the hoon mug.In classical mechanics, particularly Lagrangian Mechanics, a holonomic constraint is a special type of constraint of motion. It restricts the trajectory of a system of particles to a smooth manifold Q by the set smooth equations
a({x},t)=0
b({x},t)=0
.
.
.
Where
t=time
{x}= the set of 3N Cartesian coordinates for the system of N particles.
For N particles, the number of holonomic constraints must be less than 3N using the assumption that each equation has an explicit dependence to AT LEAST one coordinate.
a({x},t)=0
b({x},t)=0
.
.
.
Where
t=time
{x}= the set of 3N Cartesian coordinates for the system of N particles.
For N particles, the number of holonomic constraints must be less than 3N using the assumption that each equation has an explicit dependence to AT LEAST one coordinate.
A rigid body, defined by the constraint equations (using LaTeX) is
\left| {x_i - x_j } \right| - c_{ij} = 0
where i is not equal to j is a Holonomic Constraint.
\left| {x_i - x_j } \right| - c_{ij} = 0
where i is not equal to j is a Holonomic Constraint.
by pinu7 November 11, 2009
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