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.
In an electromagnetics question I've been asked to calculate the distance of closest approach of an alpha particle which collides with a lead nucleus, but I've never come across the concept of the distance of closest approach. My book is mute on the subject and google yields nothing but more...
lim f(5 + h) − f(5)/h
h→0
given that f(5) = 4 and f (5) = −95.
Iam not really sure how to approach this problem. I know its in 0/0 form so you can use L'hosp rules.
For another question Iam asked to find the equation for the tangent line of
xy 3 + y − 23 = x
where y =...
Homework Statement
Given a plane S: x+y+z=8 and two points A(6,5,3) and B(10,5,-1), find the point P on plane S such that a line from point A bounces off of the plane S at point P and passes through point B.
Homework Equations
The Attempt at a Solution
If I know that the angle...
For d/dx (cos 4x + sin^(4) x)
is it.
-sin(4x)(4) + cos^4 (x)? I was unsure on how to approach sin^4. Thanks.
Also for d/dx (1)/(16-t^2)^(1/4)
Is this correct: (-1/4 (16-t^2)^(-5/4))\((16-t^2)^(1/4))^2??
Thank you.
Hello,
I am trying to examine the following differential equation:
diff(M(a), a) =
Lambda * ( 1 -
epsilon * int(M(b)*exp(-sigma*(a-b)), b = 0 .. a) ) -
mu * M(a)
I found out that this kind of equation can be solved for M(a) by applying Laplace-Transformation, solving for...
If we have a 1-dimensional problem so for big n "Energies" can be found in the form:
2 \int_{a}^{b}dx \sqrt (E_{n} - V(x) ) = (n+1/2) \hbar
where "a" and "b" are the turning points, then could we writte the equation for energies (where a>c>b using Mean-value theorem for integrals )...
For the random walk approach to gases, liquids, or solids, why isn't there a gradient? The atoms don't jump by themselves, right? They should have to feel forces to jump...
From "Semiclassical" to Quantum Approach..
If we use the semiclassical expansion of a "path integral" to quantize a theory we have the "Asymptotic series (in \hbar )
I= \int D[\phi]e^{-S[\phi]/\hbar}=I_{WKB}(1+ \sum_{n=1}^{\infty} a(n,X)\hbar ^{n})
The problem is that the "series"...
Hi, I was just wondering what sort of mind-set I should have when approaching Physics as a subject. I personally don't like things to be just in a textbook. I like for things to come alive. I was just wondering how some experts out there approached physics and mathematics...
Not sure which category to post this in (if moderators deem it necessary, then by all means, move it ;)))
Anyway, so i read about this new approach from Stephen Hawking so quote time! ;)
So what do you think guys? Is it a novel approach or just a retooling of something already existing?
Good evening,
I'd like some advice on my approach to learning mathematics (e.g. is this reasonable).
Right now I'm interested in computing. I understand basic algorithms such as how quick, heap, merge, insertion and bubble sort work. But that is the extent--I'd love to learn more about...
Hello i didn,t understand the slow motion approach of course i know that:
\frac{\partial f }{\partial x^{0}}\sim \epsilon \frac{\partial f }{\partial x^{a}} according to this approach with epsilon<<<1 small parameter for every smooth function my doubts are.
a)what would happen to higher...
Time appears to pass more slowly for faster-moving bodies. In other words the faster you travel, the slower time will move for you.
When you reach the speed of light time stops. If you travel faster than the speed of light it is assumed you can go back in time.
All these natural...
Here is a set of 100-some slides for a talk Daniele Oriti gave in September 2005 called
The Group Field Theory Approach to Quantum Gravity
http://www.phy.olemiss.edu/GR/qg05/talks/oriti.pdf
The talk was given at this conference in Sardinia:
http://www.phy.olemiss.edu/GR/qg05/
This is the...
(This is not homework, just part of a curious problem)
Is there an analytical (non-numerical) method/way to evaluate
\int\limits_0^{2\pi } {\sqrt {1 + \left( {h k\cos kx} \right)^2 } dx}
?
I'm perplexed by semiclassical treatment of Hall effect.
I'm referring to Aschroft Mermin text. At page 233 is my doubt:
why is it necessary the introduction of w drift velocity vector and why does it take that form? :rolleyes:
Decibel / Intensity Problem, How do I approach it? ASAP.!
I have a question, I don't know how to approach it.. I couldn't find a way..
1.Suppose that the sound level of a conversation is Initially at an angry 70 dB and then drops to a soothing 50 dB. Assuming that the frequency of the sound...
I have this one problem dealing with Newton's law of cooling:
\frac{{dT}}{{dt}} = - k(T - A)
I'm basically trying to determine at what time someone died! The info I have is that at time of death, the temperature was 98.6 degrees, at 10 AM it was at 92 degrees, and at 2PM it was at 86 degrees...
A K+ ion and a Cl- ion are directly across from each other on opposite sides of a membrane 7.9 nm thick. What is the electric force on the K+ ion due to the Cl- ion? Ignore the presence of other charges.
_____N
Thanks,
Matt
A Geometric Approach to the Standard Model
Greg Trayling, Dept of Phys, U. Windsor, Windsor, Ontario
A geometric approach to the standard model of the Clifford algebra \mathcal{CL}_7 is advanced. The gauge symmetries and charge assignments of the fundamental fermions are seen to arise from a...
Hello everyone, I was wondering what the easiest approach would be to do this:
Find values of k for which the matrix system Ax = b, has a) no solutions, b) infintie solutions, and c) a unique solution:
A =
1 1 2
1 2 -3
7 17 k
b =
1
-3
32
I remeber doing a homework problem that...
Hi all,
could you help me how to solve this limit?
\lim_{x \rightarrow \infty} \left( 1 + 10^{-x}\right)^\left(10^x\right)
Common adjustments for log involving the limit log (1)/0 don't work and no other idea comes to my mind...
Thank you for any help.
This new paper by Fay Dowker is a wonderful introduction to the whole field of causal sets, how they may said to approximate GR, how to make them covariant, a new approach to quantizing, the current state of play, and challenges remaining from a frequent contributer to the field.
All in...
hey, these problems are for my physics 201 class and i understand what's goin on somewhat i just need help in my approach to the problems. They have to do with one and two dimensional motion and vectors.
#1 A rock is dropped from rest into a well. The sound of the splash is actually...
Assuming you have the time of course,
Would you guys favor homeschooling as an approach to a child's education?
Is there more risk involved, albeit with greater academic opportunity?
let,s suppose we have a particle with mass m\rightarrow\infty then my question is if would be fair to make the WKB approach by setting the solution of the Schroedinguer equation as \phi=e^{iS/\hbar} wiht S hte classical action satisfying the equation:
(dS/sx)^{2}+2m(V(x)-E_{n})=0 with E_n...
I have studied statistical mechanics using F. Reif's book, and learned a lot, but there are still a couple very fundamental questions which still elude me. If anyone would be willing to share some insight, I would really appreciate it!
So Reif early on discusses the fundamental postulate of...
Any way to approach her!
Guys i have a beautiful GND!(Girl Next Door!)
She is tall and very attractive! :smile:
The point is i have started liking her and she is about 5 years elder to me!
Well the problem is there are already 4/5 guys who are after her and are just abt. her age! :cry...
I need to "determine the asymptotic approach of v to c, correct to powers of 1/t^2" in the equation below.
v = \frac{eEt/m_o}{\sqrt{1 + (eEt)^2/(m_oc)^2}}
Clearly the asymptote is c (speed of light) and I think I'm being asked to find an expression like constant * (1 + a1 / t + a2 / t^2 +...
Certainly an easy question for you (specialists on this forum) but absolutely not clear for me.
The ADM Approach (1 + 3), as it can be seen in Misner Thorne and Wheeler or some other reference, is based on a kind of extension of the Pythagorras Theorem to a Minkowki space. Ok.
Its signature...
any isolated macroscopic system, like a large group of atoms, always tends to reach a state that has the maxium entropy. if the electrons in this group of atoms are excited, they will give out their energy so that more degrees of freedom are activated, hence the entropy of the whole system...
I'm creeping my way through DiffEq, and recently started reading Paul Dawkins' PDF, which is actually pretty helpful. He does, however, tend to assume that his readers know how to approach what he calls simple problems.
Well, one of 'em has me stumped.
2t*y' + 4y = 3
I need to find the...
Kinda confused on this one becuase of the time difference involved
A train leaves a station going south at 60 km/hr at 10:00. Another train heading due west reaches this station at 11:00. The latter train was traveling at 45km/hr. At what time are they the closest?
To start with the 45...
A blue puck with a mass of 4.40*10^−2kg , sliding with a speed of 0.250m/s on a frictionless, horizontal air table, makes a perfectly elastic, head-on collision with a red puck with mass x, initially at rest. After the collision, the velocity of the blue puck is 5.00*10^−2m/s in the same...
After much much reading, I have come to the conclusion that the Bourbakist approach to writing textbooks is only useful for Algebra and Analysis, not for things like Dynamical Systems and Differential Geometry/Topology. Does anybody want to agree or disagree?
are there any physicists who are working at their university which specailizes in let's say string theory and in the same time are also working on the side on lqg? (or even vice versa).
p.s
sorry for the misleading title...
Hello folks,
I found a lovely little book online called A Geometric Approach to Differential Forms by David Bachman on the LANL arXiv. I've always wanted to learn this subject, and so I did something that would force me to: I've agreed to advise 2 students as they study it in preparation...
I'm working on a problem that has to do with catalan numbers, and I'm just trying to figure out how to make a proof that shows what I am dealing with does in fact have to do with catalan numbers.
I know this is very general, but I don't want someone to do my problem for me, I just want to...
The Quest for Consciousness: A Neurobiological Approach, by Christof Koch
"Product Description:
Consciousness is one of science’s last great unsolved mysteries. How can the salty taste and crunchy texture of potato chips, the unmistakable smell of dogs after they have been in the rain, or...
Hi,
During a review this question has popped up (not sure what unit)
"Determine the exact value*
````5pi``````11pi
sin ___ - cos ___
````4`````` 6
I am not sure what to do with the sin and cos?
Thanks
i am looking to learn calculus. i will take it in college for i wish to major in physics but i thought it would be helpful to learn it now, plus i think it will help with my independent physics reading and whatnot. i also think it will be cool in itself. anyways, i am considering getting...
Hi all,
my task is to solve the convergence of the sum in dependence to the parameter a real.
\sum_{n=1}^{\infty} \frac{a^{n}}{1+a^{n}}
I did it this way:
First I found out that if the sum converges, a will have to be in interval (-1, 1). So how to prove that for these values of...
Let f be a function satisfying f'(x) = -3xf(x), f(1) = 4 and lim x->infinity f(x) = 0.
Evaluate integral of -3x*f(x)*dx between 1 and infinity.
Does this have to do with using comparison properties or something? I really don't know where to start. Thanks for any help.
this problem is in the improper integrals section but i just need help taking the integral. the bounds are from 0 to positive infinity.
xarctanx/(1+x^2)^2
i tried doing a trig sub x = tan θ, which gives θtanθ/(secθ)^2 I believe, which gives θsinθ/(cosθ)^3. I couldn't find anything to help...