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05:20
@JohnRennie good morning
@harambe morning :-)
Hey guys how did jee go for all?
@JohnRennie can you help me with some doubts on communication systems
@sammygerbil are you there ?
@Nobodyrecognizeable it went okay for me. Found chemistry kinda difficult because I was not prepared for it
05:22
@Nobodyrecognizeable Sammy is normally here in the afternoo UK time. Right now it's 05:22 a.m.
@harambe I can try...
@JohnRennie okay
@Nobodyrecognizeable hello. My sleeping pattern is erratic. I didn't sleep at all on Friday night, and slept from 9pm to 3am on Saturday night.
@JohnRennie this guy always forgets to turn off the internet. So sometimes... i ping him in morning.
What is the meaning of decimal system with system base 10 in Analog signal
@sammygerbil anyway try to have a definite pattern. And try to stick with it anyway. Although i know extreme pressure breaks those patterns.
05:26
Similarly a base 2 to deal with digital signals
@Nobodyrecognizeable Better than an alarm clock.
@sammygerbil are you ok if i ask you a question (if you don't feel sleepy now)?
@sammygerbil :) : xD
@Nobodyrecognizeable Better to ask John Rennie when done with harambe. I came in to look up xcoder's problem with the U tube.
@sammygerbil can a particle have momentum without energy?
@sammygerbil anyway i am also interested in the U tube problem. So one bookmark is pending: p
05:31
Ah, I have some servers down. I'm going to have to work for a while. Sorry.
@harambe thanks. @sammygerbil so my problem is resolved.
@John Rennie Okay. Ping me when free
@harambe will do
@harambe you have 2 more months for chemistry.
@Nobodyrecognizeable yes. I am betting on that only xd
But first boards xD
05:37
Why boards? Arent you a dropper?
Jul 8 '18 at 10:04, by harambe
@Blue As a dropper,That's gonna be my goal
Sid
Sid
Today is JEE Exam,no?
No, it ended yesterday
@Abcd how did it go ?
Sid
Sid
Oh. Okay.
@Abcd had to miss boards because I got Ill. So I am repearting 12
05:41
@Nobodyrecognizeable Not v good but not bad. Moderate.
@harambe Oh I see.
Sid
Sid
@harambe It means the normal signal that you have. Like 5V or 8V and so on(Analog signal)
@harambe that's a pain.
Sid
Sid
In Digital, there are only two values, 0 and 1. Hence, binary number system is used to represent it
0 and 1 usually means, "Either it's ON or it's OFF"
@Abcd anyway you have 2 months ahead analyze mistakes and itll very good next time .
@Nobodyrecognizeable yes but focusing more on Advanced and Boards atm.
05:43
@Sid okay. Got it
@Sid what about in Analog
What does a system with base 10 mean
@Abcd yep best of luck. After all advanced is the big deal. Anyway gotta go. Cya guys.
@Nobodyrecognizeable cya.
Sid
Sid
@harambe Basically, it means, in an analog signal, you represent the values as you see them. Like, say a Sine wave. That's an analog signal. Its values will be, as you measure them
That is, if its peak is 5V, you say it is 5V. Not, something like 0 or 1
Okay
@Abcd are you done with semiconductors? How long does it take to finish it
@harambe takes lot of time to understand but 1 week to finish.
05:55
Okay. Thanks for the info
@Sid free?
Sid
Sid
For around 15-30 minutes, yes
Can you explain point (b) to me
Sid
Sid
is that Communication System?
I am not too fond of that chapter and neither do I know much of their concepts. Sorry.
Yes it's communication system.
No problem.
06:23
@Mr.Xcoder Accelerating U tube problem : The solution suggested by the diagram seems unnecessarily complicated. Like $g$, the vertical component of applied acceleration $a$ has the same effect on both limbs, so we should make this component zero to minimize the magnitude of $a$.
We accelerate the tube horizontally to the right. Then the pressure at point A at the bottom of the column of oil in the leading limb is $P_A=\rho_u gH$ and that at point B at the same height in the trailing limb is $P_B=P_A+\rho_w a L$. The reason is that point B is at "depth" of $L$ “below” point A in water in a horizontal gravity field of strength $a$.
The pressure at B is also $P_B=\rho_w gH$ because the fluids are required to be level in both limbs. Combining expressions for $P_A, P_B$ gives $$\rho_w aL=(\rho_w-\rho_u)gH$$
@Nobodyrecognizeable ^^^
@JohnRennie Are you free
@Abcd working I'm afraid
06:51
@JohnRennie how long would it take?
@Abcd another hour I'm afraid
ohkay :(
07:26
@sammygerbil are you free now?
@JohnRennie Hi :) I have a question
@taritgoswami I'm working at the moment I'm afraid.
Actually I am facing problem to properly understand wave particle duality..
If we think light as Photon particle, how we will explain it's polarization
@JohnRennie Sorry I'm not a native English speaker, not getting what it means :p
@taritgoswami He means that he is busy with his job
07:57
@harambe @Abcd I'm done with work now
08:13
@JohnRennie
@blue_eyed_... hi
@JohnRennie, An electric lamp which runs at 100V DC and 10A current is connected to 220V, 50Hz ac mains. Determine the inductance of choke coil.
@blue_eyed_... Didn't you ask this before?
@JohnRennie please ping me when you're free.
@JohnRennie, I can't remember right now if I've already asked.
08:22
@blue_eyed_... let me draw a diagram
@JohnRennie hi. I will ask after @Nobodyrecognizeable
@harambe from where are you asking?
@Nobodyrecognizeable communication
@harambe then i can't help. Can you do a pulley problem for me ?
08:27
@Nobodyrecognizeable I can try
@blue_eyed_... that's your circuit. I've drawn the lamp in series with the inductor. We know the resistance of the lamp is ten ohms because we know it draws tem amps from a 100V source. OK so far?
@JohnRennie, yes!
@blue_eyed_... What we need is for the combined impedance of the lamp and the inductor to be 22 ohms so it draws 10 amps from the 220V source. Yes?
@harambe is it understandable? I get $Tcos\alpha = mgcos\theta$
08:31
@JohnRennie, yes. I can carry on with that
@blue_eyed_... OK, ping me if you need anything more
2
@JohnRennie are you free now?
@Nobodyrecognizeable yes
@Nobodyrecognizeable it's understandable. Let me work on it
@JohnRennie carrying on above problem : i get $mgsin\theta -Tsin\alpha = mgsin\theta$
@JohnRennie there's bound to be something wrong in the above equation.
@harambe i was thinking of working on the inclined plane axis and balancing forces. Won't that help?
08:37
@JohnRennie Do we need parametrised constructor when we have setters?
@JohnRennie are you still here?
@harambe did you get any answer?
@Nobodyrecognizeable I get (d)
@harambe they say c.
@Nobodyrecognizeable hi, yes, I was doing something lese.
@JohnRennie are my two equations correct?
08:42
@Nobodyrecognizeable I get (c)
@harambe how did you get that?
I ignored acveleeation of incline... Thought gsintheta was of that only
@harambe I agree
@Nobodyrecognizeable pseudo forces
@harambe please write the two equations.
A picture of equations would be helpful as well.
@JohnRennie how ?
08:48
Suppose you're standing on the trolley next to the pendulum. What acceleration would you feel?
@JohnRennie gcos,
The component of the gravity acting along the string is in equilibrium
@Nobodyrecognizeable Yes, $g\cos\theta$. So that's the acceleration the pendulum feels.
And we know $F=ma$, so the force on the pendulum must be $F = mg\cos\theta$.
And since the length of the string isn't changing, the tension in the string must be equal to the force on the pendulum.
So the answer is (3)
@JohnRennie yes.. Is my explanation correct
@harambe yes
08:51
@JohnRennie shouldn't $Tcos\alpha = mgcos\theta $
@Nobodyrecognizeable a bit of quick geometry should convince you that $\alpha = \theta$
@JohnRennie then my above equation shouldn't be true.
@Nobodyrecognizeable oh, hang on ...
@harambe ok please ask your question. Gotta go for a while. @JohnRennie please carry on with @harambe
@JohnRennie this question isn't being solved by resolving and then equating all forces
08:59
@harambe I think I've managed to confuse myself by trying to answer it while I was also doing something else. I propose to think no more about it for now.
@JohnRennie okay
In any case I need to get back to work for a bit. Did you have a quick question before I restart work?
@JohnRennie yes
Go on then ...
@JohnRennie Q11
How is statement 2 explanation of 1
@JohnRennie you can answer when you get back too. I will be here
09:04
Ground wave propagation relies on the fact that the radio waves interacts with the Earth.
@harambe Specifically the electric field of the radio wave induces current in the Earth. These currents then act as secondary sources i.e. they retransmit waves that interact with the original wave. The result is that the original wave is refracted downwards towards the Earth. OK so far?
@JohnRennie ok
But the Earth has a resistance so some of the energy of the original wave is dissipated as heat instead of being reradiated as a secondary wave. This reduces the amount that the original wave gets refracted downwards towards the Earth. Still clear?
The amount of energy that is lost as heat increases with increasing frequency, and that means the refraction of the original wave towards the ground decreases with increasing frequency i.e. the ground propagation is less effective as we increase the frequency.
Ohkay. Makes sense
Got it
09:11
Cool :-)
3
Now back to work. I'll be finished in an hour or so, possibly sooner.
@JohnRennie are you free now?
@JohnRennie whenever you come back please ping me.
@sammygerbil There are a couple of issues with your approach, in my opinion: 1. The problem asks you to find the minimum non-horizontal acceleration. What you have calculated is the minimum horizontal acceleration, but anyway: 2) it doesn't give a correct result, as it is still higher than the minimum required acceleration. Finishing the calculations, you get $a=\frac{(\rho_w-\rho_u)H}{\rho_wL}$. With the data given, this gives $a=g$.
But the minimum possible value for $a$ is $g/\sqrt{2}$ for an angle of $45^\circ$. I will show you my approach shortly. While my solution is completely different from the one in the grading sheet, it does give the correct result.
@Mr.Xcoder can you post your solution because i am interested too?
Your claim the vertical component of applied acceleration $a$ has the same effect on both limbs, so we should make this component zero to minimize the magnitude of $a$ is not necessarily correct, as its vertical component aims to reduce the pressure difference
@Nobodyrecognizeable Sure, I'm writing it down right now.
@Mr.Xcoder can i repost your problem For bookmark purposes?
09:22
Jan 9 at 13:48, by Mr. Xcoder
Hi all, I have this problem, The moving tube which I really don't know how to approach. In a tall and thin U-shaped tube of constant cross-sectional area and open at both ends lies a quantity of water. Through the upper part of one of half of the tube oil is poured, such that the height of the oil is $H=25cm$ and $\rho_u=0.8g/cm^3$. Given $g=10m/s^2$ and $\rho_w=1g/cm^3$, calculate the minimal non-horizontal acceleration $\vec{a}$ such that the liquids in both halves become the same height..
@Nobodyrecognizeable Done :)
So first of all, let $\phi$ be the angle $a$ forms with the horizontal. Then, he have that $\Delta P=\rho_w (g-a\sin\phi)H-\rho_o (g-a\sin\phi)H=(\rho_a-\rho_o)(g-a\sin\phi)H$.
On the other hand, the horizontal component of the acceleration also creates a pressure difference, given by: $\Delta P'=\rho_w aL\cos\phi$ (proof: $F_x=ma_x=m\rho_w\cdot SL$, where $S$ is the cross-sectional area of the tube, and $\Delta P'=F_x/S=\rho_w La_x$). From the equilibrium of the liquid columns, we deduce that $$\Delta P=\Delta P'\implies a=\dfrac{g}{\sin\phi+\frac{\rho_wL\cos\phi}{(\rho_w-\rho_o)H}}$$
@Mr.Xcoder great!
09:40
Wait, something must have gone wrong here.
@Mr.Xcoder hi how do you get the L?
@Nobodyrecognizeable L is given, 5cm.
@Mr.Xcoder you didn't write that on the question.
Jan 9 at 13:49, by Mr. Xcoder
The distance between the two arms of the U-shape is $L=5cm$. Neglige the adherence of water to the walls. Here is a picture of the initial situation:
@Mr.Xcoder in your last calculations you didn't put the value of H .
09:43
Yes, I've noticed now
@Mr.Xcoder you are right $\phi = 45°$
@Mr.Xcoder Now to evaluate $\dfrac{da}{d\phi}=0$: Let $A\equiv \dfrac{\rho_wL}{(\rho_w-\rho_o)H}$, then $\dfrac{d}{d\phi}(\sin\phi+A\cos\phi)=0\implies A=1\cot\phi\implies \phi=45^\circ$. Plugging into the initial expression of $a$: $$\boxed{a=\dfrac{g}{\sqrt{2}}}\approx 7m/s^2$$
@Mr.Xcoder great approach. Thanks for posting.
No problem, I hope it is also correct.
@Mr.Xcoder if you're in doubt we can ask jr, if the approach is correct or not.
@Mr.Xcoder basically i am asking for permission.
@Mr.Xcoder putting $\phi =0$ ie horizontal case you get @sammygerbil 's answer. I think this is another evidence you are correct.
09:57
Don't bother JR with this question again, I think this approach is right.
Plus, we will receive sammygerbil's feedback once they come online and see the pings.
@Mr.Xcoder your olympaids are coming near, right?
@Mr.Xcoder ok. This approach is right. And your equation is right for several cases we don't need to bother. Will see what @sammygerbil says. But greatly done.
The local phase was on December 8th and the next one is on February 23rd.
2
@Mr.Xcoder how did you do ?
26.25/30, second place
10:00
@Mr.Xcoder great!
@Mr.Xcoder All the best then!
Thanks to you both :)
@harambe @Mr.Xcoder if you have any mechanics problem then please ping me. Ill like to jump on that.
So you're interested in mechanics problems?
@Nobodyrecognizeable I have a rotation question. If you are up then I can post
10:03
@Mr.Xcoder best of luck for second phase then. Don't wanna waste more time of you.
@Mr.Xcoder yes in 1st sem we had mechanics , gpm, waves and oscillations.
@harambe yep. Sure.
@Nobodyrecognizeable You're not wasting my time at all! I enjoy spending time here for a reason :) You guys are all great and find very interesting problems I sometimes solve after JR or sammy reply :)
@Mr.Xcoder same for me too. As a bs student. I think we have a problem from harambe now.
I'll attempt the problem once posted, but I cannot guarantee I also know how to solve it, because I don't have the necessary knowledge to attempt all of those.
For instance I didn't learn oscillations, moments of intertia/angular momentum etc.
@Mr.Xcoder its same for me too. But by jumping on the problems we learn new techniques.
@JohnRennie
10:08
@Nobodyrecognizeable Any concept in particular you would like to focus on? If encounter difficulties with that concept in the months to follow, I'll know who to ping, then :)
@blue_eyed_... he has gone for working a while.
@Nobodyrecognizeable, oh
I'll be back in about half an hour, I think, so if I don't respond to pings sorry (in advance) for the late replies
@Mr.Xcoder mechanics, gpm, oscillations were on this sem i will like em theory after a few months.
@harambe ill try this. If i get it ill answer.
1
Q: Finding velocity of a rolling disc down a slope

user154844When finding the velocity of a rolling disc using newton's second law method we need to take into account the friction. We use $$ mg \sin(\theta) - F = ma $$ and $$ Fr = I \alpha$$ $$I = \dfrac{mr^2}{2}$$ However, if we are finding the velocity using the energy method. We use $ T = \dfrac{...

@harambe this is related.
@JohnRennie are you free now?
10:25
@Nobodyrecognizeable free ish. I'm around for a few hours but have bits and pieces of other stuff to do.
@JohnRennie whats the problem in my question when i break components of force?
@JohnRennie in my knowledge if a block has less velocity then it slides after reaching a certain velocity it starts rolling.
-1
Q: What is the minimal friction force required in order for a ball on an incline to roll without slipping?

bilanushI read an article now and it confused me completely. Since I thought I have read somewhere else a completely different solution. You put a ball on an incline at rest. What is the minimal friction force so that the ball rolls without slipping? I thought there is a simple and easy solution. ...

on phone
@harambe
@JohnRennie no problem.
I don't know how to solve such questions, sorry.
10:46
Ok, the phone call is over. Where were we?
@JohnRennie on the mgcos\theta problem resolving the forces.
@harambe ^^ @Mr.Xcoder
You do this by calculating $\alpha$ and using $T = I\alpha$ to calculate the the frictional force.
@JohnRennie ok thats fine . But would the wedges movement disturb with the above solution anyway?
@JohnRennie are you still here?
Ah, I assumed the wedge was fixed ...
@JohnRennie then what to do now ?
10:59
So is the wedge free to move?
@JohnRennie ^^
@JohnRennie i needed an error analysis book for physics practicals. Can you recommend me one ?
@Nobodyrecognizeable I'm afraid I'm out of touch with current physics books.
@Nobodyrecognizeable I don't really have the time for detailed analysis of problems this morning. Sorry.
@JohnRennie i don't need current books. I just wanna learn that anyway. I think you've read something in error analysis. That would serve good for me.
@JohnRennie ok no problem.
@JohnRennie if you recall any book. Then please suggest me later this day. Or tommorow.
@JohnRennie have a nice day professor, goodbye.
@JohnRennie, 46
2
 
4 hours later…
15:16
@harambe How was your JEE?
15:37
@Dante went kinda average. I found chemistry tough though it was easiest and calculus was hard too
@harambe We felt chem was tough because we didn't study it (or I didn't study it).
I kept ignoring it till the last, though it was scoring :(
What are your expected marks?
Around 160-170.Kinda low
@harambe same, 10-20 marks more.
I want to go back in time man :(
And start my 11th again
Come on, I'm feeling low :/
15:41
you all got one more time guys. To rectify the mistakes don't redo the mistakes.
Everyone gets that feeling
Hmmm...
@Nobodyrecognizeable yeah
@Dante gotta go now. See you tomorrow
@Nobodyrecognizeable see you tomorrow
@harambe anyhow never feel that you have excessive time nor feel less time just go on seeing what you left. And rectifying them.
@harambe cya.
Cya
15:44
@Dante any idea when @sammygerbil will come ?
@Nobodyrecognizeable No idea dude.Haven't asked any doubt since a week here.
@Dante i see. Out of doubts isn't a good thing anyway. Although it depends on situations.
Out of doubts because I was revising the last week.
the formulae
And we have practicals and pre-boards
2
Competitive study is paused for a while.
2
@Dante its ok then. Whats the formulae for kinetic energy lost in in an inelastic collision in terms of velocity and masses of the particle?
@Nobodyrecognizeable Idk if there is any 'formula' for that, we can find it generally according to the question.
For JEE level collisions, one formula does all the job, final velocity of both the bodies in terms of their masses,velocities and coefficient of restitution. This formula can suffice most problems.
15:52
@Dante ok anyway, sometimes quick formulas help you do the question in a flash rather than deriving from scratch. Although this gives you pressure as well. But one can go oneway .
@Dante anyway gotta go. Cya.
Yeah, cya!
wait
@Nobodyrecognizeable tell this answer before going ^^
5 hours ago, by Nobody recognizeable
user image
16:12
@Dante thats harambes problem. Unfortunately i don't know the answer.
Oh, ok
Looks like AITS problem
16:35
hello @JohnRennie ??
@Abcd hi
@JohnRennie can you please check 1 code using tests?
@Abcd I'm eating my lunch at the moment. Tomorrow morning would be a better time.
@JohnRennie Oh I see professor.
 
7 hours later…
23:26
I think that this video is definitely worth watching

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