In aviation, an instrument approach or instrument approach procedure (IAP) is a series of predetermined maneuvers for the orderly transfer of an aircraft operating under instrument flight rules from the beginning of the initial approach to a landing or to a point from which a landing may be made visually. These approaches are approved in the European Union by EASA and the respective country authorities and in the United States by the FAA or the United States Department of Defense for the military. The ICAO defines an instrument approach as a series of predetermined maneuvers by reference to flight instruments with specific protection from obstacles from the initial approach fix, or where applicable, from the beginning of a defined arrival route to a point from which a landing can be completed and thereafter, if landing is not completed, to a position at which holding or enroute obstacle clearance criteria apply.There are three categories of instrument approach procedures: precision approach (PA), approach with vertical guidance (APV), and non-precision approach (NPA). A precision approach uses a navigation system that provides course and glidepath guidance. Examples include precision approach radar (PAR), instrument landing system (ILS), and GBAS landing system (GLS). An approach with vertical guidance also uses a navigation system for course and glidepath deviation, just not to the same standards as a PA. Examples include baro-VNAV, localizer type directional aid (LDA) with glidepath, LNAV/VNAV and LPV. A non-precision approach uses a navigation system for course deviation but does not provide glidepath information. These approaches include VOR, NDB and LNAV. PAs and APVs are flown to a decision height/altitude (DH/DA), while non-precision approaches are flown to a minimum descent altitude (MDA).IAP charts are aeronautical charts that portray the aeronautical data that is required to execute an instrument approach to an airport. Besides depicting topographic features, hazards and obstructions, they depict the procedures and airport diagram. Each procedure chart uses a specific type of electronic navigation system such as an NDB, TACAN, VOR, ILS/MLS and RNAV. The chart name reflects the primary navigational aid (NAVAID), if there is more than one straight-in procedure or if it is just a circling-only procedure. A communication strip on the chart lists frequencies in the order they are used. Minimum, maximum and mandatory altitudes are depicted in addition to the minimum safe altitude (MSA) for emergencies. A cross depicts the final approach fix (FAF) altitude on NPAs while a lightning bolt does the same for PAs. NPAs depict the MDA while a PA shows both the decision altitude (DA) and decision height (DH). Finally, the chart depicts the missed approach procedures in plan and profile view, besides listing the steps in sequence.Before satellite navigation (GNSS) was available for civilian aviation, the requirement for large land-based navigation aid (NAVAID) facilities generally limited the use of instrument approaches to land-based (i.e. asphalt, gravel, turf, ice) runways (and those on aircraft carriers). GNSS technology allows, at least theoretically, to create instrument approaches to any point on the Earth's surface (whether on land or water); consequently, there are nowadays examples of water aerodromes (such as Rangeley Lake Seaplane Base in Maine, United States) that have GNSS-based approaches.
Homework Statement
A proton (q = 1e, m = 1u) and an alpha particle (q = +2e, m = 4u) are fired directly toward each other from far away, with an initial speed of 0.01c. What is their distance of closest approach, as measured between their centers? (Hint: There are two conserved quantities...
Once you earned all the degrees needed to qualify for being a physicist, what sort of method do you implement to solved problems? I know scientist applies(or should) follows the scientific method to solved problem. How does your research generally begin? Do most physicists look at existing...
A Lagrangian approach to the Barrett-Crane spin foam model--Livine Bonzom
Here's a paper helping to sort out the situation with spinfoams. I think it is probably important. Actually we've been anticipating something of this caliber. Back in October I put in a placeholder for an expected Livine...
I have been given a multivariable function.
Now to sketch it, I could plug in some arbitrary values and plot it out, but is there an easier way?
How exactly can I figure out the sketch of a graph?
F(x,y) = (c - x^2 - y^2)^(1/2), c is a constant
Homework Statement
Consider a comet which passes through its aphelion at a distance rmax from the sun. Imagine that, keeping rmax fixed, we somehow make the angular momentum l smaller and smaller though not actually zero; that is we let l\rightarrow0. Use equations c=l2/\gamma\ mu and...
Hi everyone,
I know this subject has been broached before but would appreciate some extra help - I'm an English major in second year uni so I haven't done physics and maths for a while, but I have quite a lot of free time at the moment and would really love to get back into these subjects...
Hi, I'm in my first year of engineering. To my disappointment, I've found that my curiosity to physics and math have died down over the weeks. I feel like I'm learning everything by rote - getting decent grades but not really understanding anything. The real learning comes from studying in the...
Homework Statement
I need to find the following limit.
Homework Equations
\lim_{x\rightarrow0}\frac{(x-\sinh x)(\cosh x- \cos x)}{(5+\sin x \ln x) \sin^3 x (e^{x^2}-1)}
The Attempt at a Solution
I think it's got to be something with Taylor series, but I don't really know how to do it.
Let f be the funtion given by f(x) = 4x^2 - x^3 , let L be the line y = 18 - 3x, where L is tangent to the graph of f.
Show that L is the tangent to the graph of y= f(x) at the point x = 3.
I'm equaling both graphs like this:
4x^2 - x^3 = 18 - 3x
and then I isolate everything...
Critical damping provides the quickest approach to zero amplitude for a damped oscillator. With less damping (underdamping) it approaches zero displacement faster, but oscillates around it. With more damping (overdamping), the approach to zero is slower.
I got this from hyperphysics
but I...
Hello, I recently came across a wikipedia article entitled "pantheistic solipsism". I had never heard of this before, and when I read the article, it said that pantheistic solipsism is a concept that says that one can create a entirely different parallel universe simply by dreaming it up. When I...
I get the impression that unlike solving derivatives and integrals, sequences and series do not have a lot of...should I say...find-the-equation-and-solve-your-way element -- sorry if that comes out wrong. Maybe it seems to be less "rote math" and because of this, I'm having a hard time trying...
Homework Statement
A charge of -4uC is fixed in place. From a horizontal distance of 55 cm, a particle of mass 0.0025kg and charge -3uC is fired with an initial speed of 15m/s directly towards the fixed charge. How far does the particle travel before it stops and begins to return back...
Homework Statement
Two Protons are moving directly toward one another. When they are very far apart, their initial speeds are 2.1 x 10^6 m/s. What is the distance of closest approach?
Homework Equations
The Attempt at a Solution
Hey folks,
I'm not really sure which forum to put this question in but I figured this was probably the best as it deals with issues of regularization.
I'm reading Miltons 'The Casimir Effect'. In chapter one he derives the Casimir energy for a massless scalar field by employing...
Homework Statement
Distance of Closest Approach
Use the similarity between Coulomb's Law and the Law of Universal Gravitation to calculate the distance of closest approach between a point charge of +3.40 × 10-6 C, which starts at infinity with kinetic energy of 8.70 J, and a fixed point...
I'm interested in software development as well as hardware development. A computer engineering program might satisfy my initial needs but my concern is how to properly branch off from there. My desire is to be able to switch seamlessly between the two fields, let's say working for Microsoft on...
Hi everyone. I need to decide which way to go with my education soon. My interest are mainly maths, physics and computers.
The thing I could currently see myself work with would be to help create educational software for maths and physics at the level for high school, collage and university...
I am interested in, and try to understand category theory. At the same time, I am taking my first (real) probability class. I am wondering if there is a way to understand probability theory through categories, and more importantly, if so, would it be interesting? It seems that there would...
I would like the perspective of either a physicist or a mathemtician. Please indicate which you are before posting.
When learning mathematics, is it better to follow a strictly rigorous approach? By this I mean such things as being exposed to Calculus via Spivak, Complex variables by...
Hi guys,
In quantum mechanics, the virial theorem for a system in its ground state is proved by a very nice scaling technique (Nielsen and Martin, PRB, 1985). I was trying to do something similar in classical mechanics and arrived at the virial theorem but i am not sure about why it should...
Am I approach this question right?...finding acceleration
Homework Statement
A tractor applies a force of 1.3kN to the sled, which has a mass of 1.1x10^4 kg. At that point, the co-efficient of kinetic friction between the sled and the ground has increased to .8. What is the acceleration of...
Hello. I started reading this little book by Heisenberg. It starts giving a mathematical relation of width of wave packet and range of wavelengths necessary to mathematically construct it, and then drops in wavalength-momentum relations to give a quick insight on the nature of the uncertainty...
Homework Statement
(1/7)x + (1/11)y = 1 and (6/7)x =(10/11)y
The Attempt at a Solution
I'm doing this problem and we have to do it based on speculated babylonian approach which involves setting x and y equal half the semiperimeter and plus or minus a change in the side of lengths...
An extremely elementary question but...
Lets say we had a spaceship sitting on Earth under the influence of gravity.
Light travels from the ship's floor to the ceiling. An observer 'A' stands near the ceiling.
Hence the light loses gravitational potential energy, and therefore decreases...
Proof subset?
Given three sets A, B, and C, set X = (A-B) U (B-C) U (C-A) and
Y = (A∩B∩C) complement C. Prove that X is subset of Y. Is Y necessarily a subset of X? If yes, prove it. If no, why?
---When I draw the two venn diagrams X and Y, they are the same, but I don't know how to prove...
How do you go about solving an indeterminate beam for various deflections by virtual work? I'm kind of at a loss right now and can't proceed on my homework. I've attached a picture showing the problem I'm confused on - I don't know how to go about modeling the virtual model so I can find the...
As we know, Bondi derives the Lorentz transformations (LT) via the radar detection of the space-time coordinates of a distant event.
Once derived from other starting points the LT should account for the results obtained by Bondi expressing them as a function of the Doppler factor...
An analytical approach to the differential equation(urgent)
Homework Statement
(1) Given the function f: t \mapsto |t|, show that the function f is a differentiable function where t \neq 0 and write f's the differential coffiecient.
2) Given the function g: t \mapsto \sqrt{t^2}, show...
Homework Statement
How can I simplify sum from j=0 to infinite of x^(2j) ?
Homework Equations
The Attempt at a Solution
THis is close to the geometric series but I'd have to square each individual term
Homework Statement
An infinitely long line of charge has linear charge density 4.00 10-12 C/m. A proton (mass 1.67 10-27 kg, charge +1.60 10-19 C) is 18.0 cm from the line and moving directly toward the line at 1.20 103 m/s. How close does the proton get to the line of charge...
hi
I read a few other post about this but I'm an engineer, not a physicist, not a genius and didn't get much wiser. And if it's possible try not to use to many technical terms when you answer this, please.
As it says in the title "time slows down when you approach the speed of light", it's...
[SOLVED] trig inequality
Homework Statement
Use the graph of y = sin x to show the following. Given a triangle ABC,
\frac{\sin B + \sin C}{2}\leq \sin \frac{B+C}{2}.Homework Equations
The Attempt at a Solution
Does anyone else think this question is weird? B < 180 - C so shouldn't their be...
Homework Statement
3. A 15MeV Alpha particle is incident at impact paramter b=0 on a Mg Nucleus, atomic number Z=12 and atomic mass A=24. What is the distance of closest approach?
Homework Equations
None given, but I thought the following might be relevant:
r_{min}=\frac{Zke^{2}}{KE}...
Griffiths develops an intelgral equation for Scrödinger equation in his QM book. As doing so, he requires Green's function for Helmholtz equation
(k^2 + \nabla^2) G( \mathbf r) = \delta^3(\mathbf r)
A rigourious series of steps, including Fourier transforms and residue integrals follow...
[SOLVED] phasor approach question
using phasor approach, determine the current i(t) in a circuit described by the integrodifferential equation: 4i + 8integral(idt) - 3di/dt = 50cos(2t + 75*)
the right side is so easy to convert to phasor form, but how can i convert the left side or how to...
I've got to solve this:
[x]^13 + 7*[x] + 5 = 0 in ring 91.
I've tried solving for [x]^13 and [x] as variables in a Diophante equation but I wasn't able to go anywhere with that. I could try brute force by trying every value for [x] from 0 to 90 but that would just be inconvenient. What...
given the functional integral with 'g' small coupling constant
\int \mathcal D [\phi]exp(iS_{0}[\phi]+\int d^{4}x \phi ^{k})
so k >2 then could we use a similar 'Functional determinant approach' to this Feynman integral ?? in the sense that the integral above will be equal to...
OK, I think I have discovered some errors in my thinking about this whole binding energy/release of energy thing. In my other threads, however, you guys often left the subject of my question to explain the next concept (quarks, stellar formations, Q-factors, etc.) The problem was I never...
Hello,
I'm familiar with the common calculus approach with partial derivatives to evaluate error propagation in calculations with random variables. However, I'm looking for a way to derive the classic formula with the sum of fractional errors squared:
{\left(\frac{\Delta Z}{Z}\right)}^2 =...
Hi all.
Could you please recommend some nice books on numerical approach to NLS or introduction to NLS in general?
I don't have a strong background in numerical methods nor any prior knowldege in NLS or quantum mechanics. So, perhaps an introductory book would be suitable at this stage.
Thanks.
We are doing transient circuit analysis in one of my engineering courses.
There are two ways of solving these types of circuits:
1. The step by step approach
2. The differential equation approach.
The step by step method is well documented in our textbook, but the differential equation...
So, I’m wrapping up my junior-ish (looks like I’m on the 4.5 year program) year at UCD majoring in Mech/Aero engineering. I’m starting to think about grad school applications due this November and wanting to get into some research to boost my chances of acceptance.
- My question is how do i...
In Rutherford's scattering experiments, alpha particles (charge = +2e) were fired at a gold foil. Consider an alpha particle with an initial kinetic energy K heading directly for the nucleus of a gold atom (charge = +79e). The alpha particle will come to rest when all its initial kinetic energy...
Closest approach of particle problem - Please help!
Homework Statement
A proton (q = 1e, m = 1u) and an alpha particle (q = +2e, m = 4u) are fired directly toward each other from far away, each with a speed of 0.01c. What is their distance of closest approach, as measured between their...
Solve this equation by superposition approach (undetermined coefficients); pg. 154 in Zill, according to the formula Y = Yc + Yp
----------------------------------------------------
y''' -2y'' -4y' +8y = 6xe^(2x)
I got:
Yc = C1 e^(-2x) + C2 e^(2x) + C3 xe^(2x)
for the complementary...
Is quantum mechanics (QM) local or nonlocal? Different formulations/interpretations (FI) of QM, with or without hidden variables, suggest different answers. Different FI's can be viewed as different algorithms, which leads me to propose an algorithmic definition of locality according to which a...
[SOLVED] A different approach to prime numbers
i read something about choosing a finite set of numbers as primes and deriving the other numbers from aforementioned set so that every number is obtained by multiplying primes (the numbers you choose to be prime in your system) in every possible...