Time is the continued sequence of existence and events that occurs in an apparently irreversible succession from the past, through the present, into the future. It is a component quantity of various measurements used to sequence events, to compare the duration of events or the intervals between them, and to quantify rates of change of quantities in material reality or in the conscious experience. Time is often referred to as a fourth dimension, along with three spatial dimensions.Time has long been an important subject of study in religion, philosophy, and science, but defining it in a manner applicable to all fields without circularity has consistently eluded scholars.
Nevertheless, diverse fields such as business, industry, sports, the sciences, and the performing arts all incorporate some notion of time into their respective measuring systems.Time in physics is operationally defined as "what a clock reads".The physical nature of time is addressed by general relativity with respect to events in space-time. Examples of events are the collision of two particles, the explosion of a supernova, or the arrival of a rocket ship. Every event can be assigned four numbers representing its time and position (the event's coordinates). However, the numerical values are different for different observers. In general relativity, the question of what time it is now only has meaning relative to a particular observer. Distance and time are intimately related and the time required for light to travel a specific distance is the same for all observers, as first publicly demonstrated by Michelson and Morley. General relativity does not address the nature of time for extremely small intervals where quantum mechanics holds. At this time, there is no generally accepted theory of quantum general relativity. Time is one of the seven fundamental physical quantities in both the International System of Units (SI) and International System of Quantities. The SI base unit of time is the second. Time is used to define other quantities – such as velocity – so defining time in terms of such quantities would result in circularity of definition. An operational definition of time, wherein one says that observing a certain number of repetitions of one or another standard cyclical event (such as the passage of a free-swinging pendulum) constitutes one standard unit such as the second, is highly useful in the conduct of both advanced experiments and everyday affairs of life. To describe observations of an event, a location (position in space) and time are typically noted.
The operational definition of time does not address what the fundamental nature of it is. It does not address why events can happen forward and backward in space, whereas events only happen in the forward progress of time. Investigations into the relationship between space and time led physicists to define the spacetime continuum. General relativity is the primary framework for understanding how spacetime works. Through advances in both theoretical and experimental investigations of space-time, it has been shown that time can be distorted and dilated, particularly at the edges of black holes.
Temporal measurement has occupied scientists and technologists, and was a prime motivation in navigation and astronomy. Periodic events and periodic motion have long served as standards for units of time. Examples include the apparent motion of the sun across the sky, the phases of the moon, the swing of a pendulum, and the beat of a heart. Currently, the international unit of time, the second, is defined by measuring the electronic transition frequency of caesium atoms (see below). Time is also of significant social importance, having economic value ("time is money") as well as personal value, due to an awareness of the limited time in each day and in human life spans.
There are many systems for determining what time it is, including the Global Positioning System, other satellite systems, Coordinated Universal Time and mean solar time. In general, the numbers obtained from different time systems differ from one another.
Presume we look at a two-dimensional view of space time, with no local masses, and we draw a grid of equidistance spaced lines. The intent is to look at space but not time.
As we begin, we look in all directions and the grid lines are evenly spaced.
Begin adding mass to the center of the grid...
If we were to sit inside a black hole, of infinite mass what would we see ? Would you see time move around you?
If I shine beam of light, after 1 year , relative to me the beam of light 1 year away, however if I manage to get in front of that beam, I will be at the same point in time.
Would...
Hey! 😊
We have the following tasks with the respective times of execution:
\begin{equation*}\begin{matrix}T_1/5 & T_2/4 & T_3/8 & T_4/3 & T_5/4 & T_6/6 & T_7/8 & T_8/3 & T_9/5 & T_{10}/3\end{matrix}\end{equation*} The tasks $T_3,T_4$ have as prerequisite the task $T_2$, the tasks $T_5, T_6...
Could I please ask for help on the last part of this question:
So, part b, I get the right time but not the right distance.
Book answers are: distance = 1/6 and time = a/V.
Here's my (faulty?) reasoning (LaTeX isn't working for me):
The boat is steered due east and so would have a velocity...
So I understand that time is now part of the four vector, and so dividing delta X by delta t (time according to me), would produce just c as the first dimension of the vector, which gives us no intuition as to how fast time is moving for the observer, so is not useful.
I understand why we...
Can anyone please help me see if my reasoning is correct regarding the following question?
I'll just solve for the case where the dinghy tracks so as to just 'touch' the exclusion zone on the 'high' side
So, in the diagram below:
The dinghy tracks along the red path, inclined at x degrees...
Okay, so what I attempted for a) is to use Bernoulli's. The velocity of the fluid in the chamber should be equal to the velocity of the piston, which in comparison to the barrel should be negligible.
Hence I get \frac{p_1}{\rho g} = \frac{1}{2} \frac{v_2^2}{2} + \frac{p_2}{\rho g} so \Delta...
I was absent for a while due to personal constraints but I did keep myself busy with the Time dilation equation some member sent me a while back.
I decided to set a time limit for myself to learn and understand time Dilation and length contraction, which must be before December 2020, or I will...
I am more confused by the theory of relativity as I start thinking about it. I have a question and it might sound silly but please, correct me if I am wrong.
Suppose, A and B are twins where A is at the Earth, and B is moving on a spacecraft at a speed near to the speed of light. In this...
I'm studying Ergodic Theory and I think I "got" the concept, but I need an example to verify it...
Let's take the simplest possible 2D classical harmonic oscillator whose kinetic energy is $$T=\frac{\dot x^2}{2}+\frac{\dot y^2}{2}$$ and potential energy is $$U=\frac{ x^2}{2}+\frac{y^2}{2}$$...
Is it theoretically possible that the whole universe is decelerating in time?
My question originates from the discovery, that objects further away accelerates away faster.
Is that acceleration measured from us or from the center of the big bang?
I first calculated initial velocity:
√7.09^2+1.07^2=7.17028
acceleration=√7.22^2+2.47^2= 7.63
then i substituted all values into this equation:
final velocity=initial velocity + acceleration x time
so, final velocity=82.0285
so the magnitude=
final velocity-initial velocity= 74.858271
is...
This is the graph I was given and the answer options. Since the graph is a straight line moving towards the positive direction I thought that meant it was traveling at a constant speed moving in the positive direction. That ended up being the wrong answer. Can anyone offer insight, I missed each...
My answers: a) At points d the instantaneous velocity should be greatest since slope of c-d is greatest I think
b) At point e and g instantaneous velocity is 0
c) at points b, c, and f instantaneous velocity is negative.
Could you please verify my answers?
Hello,
I wrote a program that adds force to a car like so:
Engine Force = Power / Velocity
Drag Force = -Velocity²
Net Force = Engine Force - Drag Force = Power / Velocity - Velocity²
I'd like to determine power based on how fast I want a car of a given mass to reach a given speed, for...
I've tried to solve the following circuit using mesh equation, but the solution seems to differ from my attempted answer.
Mesh circuit as follows:
My mesh equation is:
-10+3(i1)+2s(i1-i2)=0 (for the mesh on the left)
and
-10+12(i2)+6s(i2)+2s(i2-i1)=0 (right mesh)
However the answer seems to...
Thank you in advance for your replies.
While reading about special relativity I started thinking about how time dilation might affect temperature.
Since temperature is really the jiggling motion of molecules, does time dilation affect temperature by slowing down the jiggling motion? Or...
I am looking at the module HLK-5M05, which is a ##5\ V, \ 5\ W## AC-DC power supply module. The advantage of this module is that, it does the stepping down and rectification within itself, and is a switching source, so fluctuations in the voltage grid won't affect the output (at least that's...
The first part I have calculated is as follows::
Length of A seen by S =30m
Length of B seen by S=40m
In S frame,
Time for front of A and B to come in same line 0.8ct=40+0.6ct...t=200/c
From the above position time for back end of A and front of B to come in same line 0.8ct=30+0.6ct...t=150...
While attempting this question ,
velocity of ##B## wrt ##A## ,##u'_x=\frac{u_x-v}{1-u_xv/c^2}## where ##u_x=-0.6c,v=0.8c## comes out to be ##-0.945c## (approaching)..
The distance between ##A## and ##B## seen by ##A## at ## t=0## is ##d=\sqrt(1-.8^2)4.2×10^8## comes out to be ##252*10^6m##...
I thought I had a decent basic understanding of this stuff, but it turns out I've got quite a lot of gaps. I drew 3 frames, S, S' and S", where S' and S" move at ##v_1## and ##v_2## w.r.t. S in the ##x## direction, and two different paths to a particular event P:
Now the proper time between...
I use UVC to sanitize. However, since I sometimes use HID lights, when it comes time to flip over or change the angle of objects and the light is deactivated, there is a 10-15 min cooldown period before the light will reignite. I have been thinking of using a rotating platform that would have...
Mod note: Initially posted in a non-HW forum section, so missing the template
Summary:: Hi,
I am trying to find CPU utilization
What is the CPU utilization if there are 5 processes running at the same time, and on average the CPU spends 30% of its time waiting on I/O completion?
The formula...
I’ve tagged this question as “Basic”, although I’m not sure if it can be answered at that level.
A friend pointed me to this article: https://www.msn.com/en-ph/news/opinion/what-einstein-may-have-gotten-wrong/ar-BB12w95x
Here’s a quote:
In other words, the world is indeterministic; the future...
There are many examples where physics explains why sensations of the same phenomena (e.g. lightning) affect senses at different times ( flash of thunder vs sound of thunder). What are notable examples where it's mainly the speed at which the brain processes sensations that explains a time...
For case B-
Conditions:
1. The observer was observing since the time they were in contact.
2. There are only 2 directions for motion: back and forward.
3. Relative velocity is not equal to zero.
4. Bodies are moving away from each other
Time difference = t
Relative velocity = v
Distance between...
I’m trying to come up with a term to describe how time moves slower or faster in different places of a galaxy. I’m trying to explain how in Star Wars, things seem to move differently for different characters in separate locations. I’m trying to argue that Han limping to Bespin took “longer” than...
probably a daft question asked before, but.
if space is expanding at an accelerating rate would that mean time is accelerating too?.
after all Einstein* claims and the maths seems to say that space and time are the same thing, ie space-time.
so if space is expanding faster and faster shouldn't...
Here is my not particularly well thought out Earth Day Proposal for your collective consideration.
The building of palm oil plantations is often cited as a driver of tropical rainforest deforestration (which is thought to contribute to climate change in a variety of ways (I'm not providing...
Hi,
I am trying to understand the running time of FF both the original and improved version. For the original version book says:
What I understand from this that before placing the items, FF traverses all the bins from beginning to end i.e. n bins.
Now each bin can have n items, because of...
Hi guys,
i hope i find the right Sub-Forum. Can you please tell me if i calculated it right.
A car speed's up with 5 m/s² to a speed limit of 50Km/h. After it arrived the speedlimit it drives for 30s with the speed of 50km/h. After that it break with a negative acceleration 3.0m/s² to stop...
Could I please ask for help with the following question (the second part):
A cruiser sailing due north at 24 km/h sights a destroyer 48 km due east sailiing at 56 km/h on a course (360-a) degress where cos(a)=11/14.
Show that the destroyer's course realtive to the cruiser is on a bearing of...
I've been trying to understand gravitational time dilation by considering a light-clock of length ##l## undergoing an equivalent acceleration ##a## from rest along the direction of the bouncing light pulse.
I find that the time ##t## that the light pulse takes to travel to the forward receding...
I try to justify time-reversal symmetry in a very simple classical problem; Free Fall. The position, ##x##, and the velocity, ##v## are obtained versus time from the equation ##-g=\ddot x##. So, if we consider the primary conditions as ##t_0,x_0,v_0## it is clear that...
It is fairly trivial to do this with a circular orbit: $$(x,y) = (cos(\omega t),sin(\omega t))$$
where t is time, and $$\omega = \sqrt{GM/r^3}$$
How this parametric equation look for an elliptical orbit?
Hello. I am a filmmaker writing a screenplay and I am in need of technical support to validate a method being used in the film.
I am going to post this in the Earth Science forum but I'll copy it here, in case anyone reading this might know.
Thank you all!
"I am wondering if shadows cast...
I'm not sure about my proof. So please check my step. I used log as a natural log(ln).
Specially, I'm not sure about "d/dt=dρ/dt d/dρ=i/ħ [ρ, H] d/dρ" in the second line. and matrix can differentiate the other matrix? (d/dρ (dρ lnρ))
Given initial displacement ##X_0## and displacement at any time ##t## as ##x##.
Where ##x(t)=f_t(X_0)## where the functional dependence of ##x## upon ##X_0## changes with time.
For exm ##X_0=2## and ##x(t_1)=X^2_0=4,x(t_2)=X^2_0+1=5,x(t_3)=X_0^3+3=11...##and so on.
From this, is there any method...
I am including a link to a B level discussion of this I found on-line to try and anchor my question, not because I think the below article is good or poor - I am not able to assess that.
https://www.einstein-online.info/en/spotlight/changing_places/#The_analogy
In particular I am asking about...
I was told to solve the second equation above for x to get l2 and l2, but that only gets me those in terms of other unknowns. I'm assuming I just need to solve t for my knowns, but I keep getting caught up by my unknowns. i.e., solving for x gives x = (l2*L*v2)/(l1*v1+l2*v2). Please note "l" is...
If a black hole experiences infinitely slow time (IE time stops) due to their singularity, how are they able to move/orbit?
If supermassives occupy the centre of most/all galaxies. How are the galaxies moving if the black holes can't?