Jesus o_0aseelt said:I understand it. I don't think I'd be able to explain it in layman's terms, but I get the point.
I'm supposed to be writing a dissertation myself at this point and I have this for you:
"Free radical initiated auto-oxidation of polyunsaturated fatty acids has been implicated in numerous human diseases including atherosclerosis and cancer"
That would probably be an easy one. Things get more technical after that.
It's true, augmented triads are weird. You wouldn't find them particularly often outside of jazz or Stravinsky-ish stuff. Even then, they'd usually be used either for deliberate discordance or to lead on to another chord.Berethond said:"...serve as a pattern of substitutions for the ii-V-I progression (supertonic-dominant-tonic) and are noted for the tonally unusual root movement down by major thirds, creating an augmented triad."
I lost just about everyone.
And that's why health scientists love antioxidants.aseelt said:"Free radical initiated auto-oxidation of polyunsaturated fatty acids has been implicated in numerous human diseases including atherosclerosis and cancer"
Okay I got yours: the current theory doesn't explain why carbon can bond up to 4 times, it should only be able to bond twiceDragonsAteMyMarbles said:Here's mine:
"A deficiency of valence-bond theory is its inability to account for carbon's tetravalence. The ground-state configuration of C is 1s22s22px12py1 which suggests that carbon should not be tetravalent, but divalent."
EDIT:And that's why health scientists love antioxidants.aseelt said:"Free radical initiated auto-oxidation of polyunsaturated fatty acids has been implicated in numerous human diseases including atherosclerosis and cancer"
Yeah, mine wasn't particularly brain-taxing - you shouldn't need to be studying science at uni to have a stab at it.aseelt said:Okay I got yours: the current theory doesn't explain why carbon can bond up to 4 times, it should only be able to bond twiceDragonsAteMyMarbles said:Here's mine:
"A deficiency of valence-bond theory is its inability to account for carbon's tetravalence. The ground-state configuration of C is 1s22s22px12py1 which suggests that carbon should not be tetravalent, but divalent."
EDIT:And that's why health scientists love antioxidants.aseelt said:"Free radical initiated auto-oxidation of polyunsaturated fatty acids has been implicated in numerous human diseases including atherosclerosis and cancer"
As for antioxidants: generally they're a load of bull. They get thrown into the body and don't get targeted where they are actually needed, that's why they tend to be ineffective.
Uh, lessee -- cardiolipin I'm guessing has to do with membranes of some kind; increasing the number of hydrocarbon chains with a single double bond in said membrane-y thing helps defend the cell against an antibiotic that causes programmed cell death.aseelt said:The title which I think I've settled on is:
"Increasing the mono-unsaturated content of cardiolipin in a bid to provide resistance to apoptosis induced by Actinomycin D"
...so I should know this really well but I don't. Uh, okay -- valence bond theory and molecular orbital theory have to do with the location and behaviour of electrons. You're saying that valence bond theory doesn't explain why the orbitals of carbon form the shape that they do (which, in turn, defines the geometry of the bonds carbon forms). The bit in the middle describes which orbitals of carbon are filled with electrons; the pattern of the filled orbitals implies carbon shouldn't be forming 4-bond tetrahedrons, but rather 2-bond thingies, like oxygen does.DragonsAteMyMarbles said:"A deficiency of valence-bond theory is its inability to account for carbon's tetravalence. The ground-state configuration of C is 1s22s22px12py1 which suggests that carbon should not be tetravalent, but divalent."
If the semi-diameter of a sphere of the same density as the Sun were to exceed that of the Sun in the proportion of 500 to 1, a body falling from an infinite height towards it would have acquired at its surface greater velocity than that of light, and consequently supposing light to be attracted by the same force in proportion to its vis inertiae, with other bodies, all light emitted from such a body would be made to return towards it by its own proper gravity.
?John Michell
Both from Wikipedia.Curvature
Solutions to the equations of general relativity or another theory of gravity (such as supergravity), often result in encountering points where the metric blows up to infinity. However, many of these points are in fact completely regular. Moreover, the infinities are merely a result of using an inappropriate coordinate system at this point. Thus, in order to test whether there is a singularity at a certain point, one must check whether at this point diffeomorphism invariant quantities (i.e. scalars) become infinite. Such quantities are the same in every coordinate system, so these infinities will not "go away" by a change of coordinates.
An example is the Schwarzschild solution that describes a non-rotating, uncharged black hole. In coordinate systems convenient for working in regions far away from the black hole, a part of the metric becomes infinite at the event horizon. However, spacetime at the event horizon is regular. The regularity becomes evident when changing to another coordinate system (such as the Kruskal coordinates), where the metric is perfectly smooth. On the other hand, in the center of the black hole, where the metric becomes infinite as well, the solutions suggest singularity exists. The existence of the singularity can be verified by noting that the Kretschmann scalar or square of the Riemann tensor, RμνρσRμνρσ, which is diffeomorphism invariant, is infinite. While in a non-rotating black hole the singularity occurs at a single point in the model coordinates, called a "point singularity", in a rotating black hole, also known as a Kerr black hole, the singularity occurs on a ring (a circular line), defined as a "ring singularity". Such a singularity may also theoretically become a wormhole.[1]
More generally, a spacetime is considered singular if it is geodesically incomplete, meaning that there are freely-falling particles whose motion cannot be determined at a finite time at the point of reaching the singularity. For example, any observer below the event horizon of a nonrotating black hole would fall into its center within a finite period of time. The simplest Big Bang cosmological model of the universe contains a causal singularity at the start of time (t=0), where all timelike geodesics have no extensions into the past. Extrapolating backward to this hypothetical time 0 results in a universe of size 0 in all spatial dimensions, infinite density, infinite temperature, and infinite space-time curvature.
[edit] Conical
A conical singularity occurs when there is a point where the limit of every diffeomorphism invariant quantity is finite. In which case, spacetime is not smooth at the point of the limit itself. Thus, spacetime looks like a cone around this point, where the singularity is located at the tip of the cone. The metric can be finite everywhere if a suitable coordinate system is used.
An example of such a conical singularity is a cosmic string.
[edit] Naked
Main article: Naked singularity
Until the early 1990s, it was widely believed that general relativity hides every singularity behind an event horizon, making naked singularities impossible. This is referred to as the cosmic censorship hypothesis. However, in 1991 Shapiro and Teukolsky performed computer simulations of a rotating plane of dust that indicated that general relativity might allow for "naked" singularities. What these objects would actually look like in such a model is unknown. Nor is it known whether singularities would still arise if the simplifying assumptions used to make the simulation were removed.
Cookie for you, however I'm reducing the amount of chocolate chips on account of all the "thingies" written.atalanta said:Uh, lessee -- cardiolipin I'm guessing has to do with membranes of some kind; increasing the number of hydrocarbon chains with a single double bond in said membrane-y thing helps defend the cell against an antibiotic that causes programmed cell death.aseelt said:The title which I think I've settled on is:
"Increasing the mono-unsaturated content of cardiolipin in a bid to provide resistance to apoptosis induced by Actinomycin D"
Well that's just cheating. I'll have to go to simple-wikipedia to make sense of some of that.Halaxis said:*SNIP*
Nope. Music theory ftw. I'm a little lost as to why they felt the need to point out the base of the triad in the progression, though.Berethond said:"...serve as a pattern of substitutions for the ii-V-I progression (supertonic-dominant-tonic) and are noted for the tonally unusual root movement down by major thirds, creating an augmented triad."
I lost just about everyone.
Quite right. It's easy enough to get around when you think about promotion, molecular orbitals and hybridisation.atalanta said:...so I should know this really well but I don't. Uh, okay -- valence bond theory and molecular orbital theory have to do with the location and behaviour of electrons. You're saying that valence bond theory doesn't explain why the orbitals of carbon form the shape that they do (which, in turn, defines the geometry of the bonds carbon forms). The bit in the middle describes which orbitals of carbon are filled with electrons; the pattern of the filled orbitals implies carbon shouldn't be forming 4-bond tetrahedrons, but rather 2-bond thingies, like oxygen does.DragonsAteMyMarbles said:"A deficiency of valence-bond theory is its inability to account for carbon's tetravalence. The ground-state configuration of C is 1s22s22px12py1 which suggests that carbon should not be tetravalent, but divalent."
Conducting polymers are fun to begin with, but once you get into serious detail, messing about with solitons and polarons and stuff, it makes your brain want to escape.aseelt said:I'll trade you, conducting polymers sounds more interesting than my stuff at the moment.
It makes a certain amount of sense to me. I have no idea what tunneling onward are though. I get the gist but the finer points are lost on me. So broadly yes but not enough to really appreciate the true impact and deeper aims of Modernism.Dok Zombie said:First a minor disclaimer, I really don't intend this post as some sort of arrogant "look at all the big words I know" sort of thing, I'm genuinely interested in peoples opinions.
Basically I'm sat writing an essay about the James Joyce novel "A Portrait of the Artist as a Young Man" and Modernism in general and it got me thinking. When I see notes or essays written by/for people studying something I have no idea about they might as well be written in Greek for all I can understand them, like if I go into a classroom/lecture theatre and notes from the previous lecture are still on the board, I usually have absolutely no idea what they are about.
So basically my point is this, the following is an extract from a textbook I'm using, to me (and my friends studying the same course) this makes perfect sense, what I want to know is, does anyone who isn't in the same position as me (a final year English literature student) understand it?
"Modernism is associated with attempts to render human subjectivity in ways more real than realism: to represent consciousness, perception, emotion, meaning and the individual?s relation to society through interior monologue, stream of consciousness, tunnelling, defamiliarisation, rhythm and irresolution."
Also, can you post anything, be it a scientific terminology or a mathematical problem etc... that you don't think anyone else will understand?
Oh hey I missed this one.Berethond said:"...serve as a pattern of substitutions for the ii-V-I progression (supertonic-dominant-tonic) and are noted for the tonally unusual root movement down by major thirds, creating an augmented triad."
I lost just about everyone.
I second this.stone0042 said:I understand the gist of the statement, but not the minute details