Tuesday, November 27, 2007
Today in Physics....
We then went over the review for the test which is on Thursday. It has been uploaded to the blog.
Tomorrow's scribe is.... Van!
And you better be in class tomorrow...it's bad enough i had to blog for you today! just kidding
Kristin
Monday, November 26, 2007
Gravity and Apparent Weight
next scribe:Dino
Thursday's Scribe
The correction for questions 28 to 33 on page 227 are on the slides.
The next scribe iss.. hall of fame?
Thursday, November 22, 2007
Wednesday nov. 21 scribe post
During that class we were introduced to new equations:
We also watched the "same-same-guy" video about satellite motions.
Many of the things that we being discussed in the video were review and only a few new topics.
Also Ms K. gave us worksheets.
For thursday's scribe, i picked sandy... i think i told her she was the scribe already but just a reminder.
Tuesday, November 20, 2007
Gravitational Potential Energy
Gravitational Potential Enegy
From the past unit, we learned two formulas for Potential Energy:
Ep=mgh and Es=1/2kx2
Here's another one that we learned from class today.
PEg= -(Gm1m2)/R
From the Newton's Law of Universal Gravitation Fg= Gm1m2/R, we increases the separation distance from R1 to R2. It requires work and when it is done, the gravitational PE increases.
Derivation of PEg formula:
PEg = ((-Gm1m2)/R2) - ((-Gm1m2)/R1)
Gravitational Potential Well
- two objects that has force of attraction between them having negative potential energy.
- it should rise out of the Earth's potential well to be free of the gravitational force.
For example: If one of the masses is the Earth then the other mass is on Earth's ground level, the total energy is just the PEg since KE = 0 J.
Total Energy = KE + PEg
If the object rises from the Earth's ground level, it would have both PEg and KE, so then, the total energy = KE + PEg.
Escape Velocity
- the minimum velocity of an object to escape from Eath's potential well.
To calculate escape velocity, KE = - PEg but we take the absolute value of the PEg to have a positive velocity so then it will be KE = |-PEg|.
let's say m1=mass of the object, v1=velocity of the object, m2=Earth's mass, R=Earth's radius, G=gravitational constant.
KE= 1/2 m1v12
PEg= - Gm1m2/R
1/2 m1v12 = Gm1m2/R
v1 = √(2Gm2)/R (m1 will reduce)
Total Energy and Binding Energy
Binding Energy - amount of additional kinetic energy an object needs to escape.
- it is equal to the negative of gravitational potential energy
on Earth's ground level Et = - Gm1m2/R
so, Eb = Gm1m2/R
if an object is in orbit at any radius R1, Fc keeps the object in circular orbit and Fg provided the force attraction between the object and Earth.
Fc=Fg
m1v12/R1 = Gm1m2/R12 (R12 will reduce to R1)
m1v12 = Gm1m2/R1
the Et of the orbiting object is
Et = KE + PEg
Et = 1/2 m1v12 + (-Gm1m2/R)
since m1v12 = Gm1m2/R1
Et = 1/2 Gm1m2/R1 + (-Gm1m2/R)
Et = -1/2 Gm1m2/R1 or Et = 1/2 PEg
so then the binding energy is Eb = 1/2 Gm1m2/R1
After the discussions, she handed out a worksheet called 'Gravitational Potential Energy Questions'.
Here are the solutions.
1.) PEg = - Gm1m2/R
= (- (6.67 * 10-11)(500)(5.98 * 1024))/ (6.37 * 106)
= -3.13 * 106 J
2.) Et = Ek + Ep
= 1/2 m1v12 + ( - Gm1m2/R1)
= - 1/2 (Gm1m2/R1)
= - 1/2 ((6.67 * 10-11)(5.98 * 1024)(500))/ (4.22 * 107)
= - 2.36 * 109 J
3.) Etave. = Et(in orbit) - Et (on Earth)
= -2.36 * 109 - (-3.13 * 1010)
= 2.89 * 1010 J
4.) Eb = 2.36 * 109 J is needed to remove satellite from Earth's orbit.
5.) Ep = - Gm1m2/R
= (- (6.67 * 10-11)(5.98 * 1024)(2000))/ (6.38 * 106 + 400 * 103)
= -1.18 * 1011 J
Before the end of class, she handed out notes about Escape Speed and asked us to do Questions 28,29,30,31,32,33 in the duck book. I guess this is the end of my post, I hope i covered everything.
Next scribe is Russel L.
Monday, November 19, 2007
Sunday, November 18, 2007
orbits
Mrs. K gave us a wonderful new song to learn with lyrics. Inverse square law by Michael Offut. I will be getting Chris his CD for Christmas. Next we finished off the class with a video on Kepler's three laws. I learned a few things from this video such as Mar's orbit is actually an ellipse and not a circle, Kepler's three laws of, course. They are as followed :
1. r = ED/ 1 + cos θ
2. DA/DT = constant
3. T^2 = (4π^2/GM ) a^3
By the end of class she gave us 3 homework sheets. They are:
1. chapter 11 gravitational interactions
2. concept - development practice page 12-1
3. Universal law of Gravitation
don't forget your projects are due on Wednesday, Dec. 5...i think.
next scribe is JEV
Wednesday, November 14, 2007
Scribe - Wednesday, October 14, 2007
A pink sheet was handed out called the Grade 12 physics project: exploration of space.
It is due wednesday dec 5 2007!
worth 50 marks
MUST BE SUMMARY, NOT READING YOUR PROJECT!
Also needs references.
Next scribe is....
111111111!
Scribe for Nov.13th
Have a Nice Day. =)
Monday, November 12, 2007
1. Section 5-3, Diagram Skills
2.Concept Development Practice Page 8-1
3.Concept Development Practice page 8-2
Next scribe for tomorrow will be Mr.Ferrari(Steven) haha.
Friday, November 9, 2007
Friday's Class
PS. Victor, did I even spell that right?
Scribe Post 2
Wednesday, November 7, 2007
Hooke's Law
Hooke's Law
Spring Potential Energy
Gravitational Potential Energy
Tuesday, November 6, 2007
Scribe
Today was the day we learned about energy! But before that we just went over a bunch of problems relating to work. Just gotta remember:
Work = Force * Distance
Work = Force * Cos theta * distance
(the Cosine theta find the component of the force that lines up with the distance)
Then we moved onto the video lesson, which summed up kinda goes like this:
- Review of Ft = momentum
- Then we learned that Fd = Energy or work = energy
- Energy comes in many many many forms electricity and light to name a couple
- From there it moved onto Kinetic and Potential energy
-Kinetic energy is the energy of motion
-Potential energy is stored energy
-They are related, when potential energy is transformed into motional energy the total energy stays the same by the law of conservation, so if 5J of PE is transformed into Kinetic energy there will still be 5J of energy in the system (assuming that which is transferred to the surroundings is negligible)
-Then with a brilliant demonstration on pulleys he showed us how each rope takes some tension force but the person would still have to exert the same amount of energy to move the object because they would have to pull a larger distance.
That pretty much sums up the class...
The next scribe will be KIM
Monday, November 5, 2007
SORRY!!!
So it'll be up around 11:30, very sorry... maybe you guys can check it tomorrow if you don't want to stay up that late...
Craig
Scribe #2 (wow, it sure is a huge gap between the first and second scribes)
Well, we started off the class with Mrs. K. going over the handout on "WORK: A DEFINITION". It reviews the concept of work (with Force and Displacement as its two essential elements).
an example of these elements are in the diagram: "F" being force, and "d" being displacement
The next topic was on "Work Done by a Variable Force". This means that while the work is being done over the displacement interval, the Force is not constant throughout and therefore, the equation of W = F • d will not work. In this case, the graph of the Force vs. Displacement graph would be that of a curve or line with a slope x<0
Now, one can imagine (should be easy for Calculus students) that as the number of these rectangles increase infinitesimally, the size of the intervals will begin to become smaller, and smaller, and smaller... and continue as such forever, infinitesimally close to zero, such that the rectangles could be said to have a width of the exact point on the graph. At this point in time, if the areas of all these rectangles are added together, we would get the Work done... why? because area of these rectangles as we said are A = b • h or A = ∂d • F and since ∂d • F = W, then A = W. So basically, the area between the graph and the x-axis is equal to the Work done.
WOW!!! That was a lot of explaining... anyways, next we took a look at Work being positive or negative. Now it can be either, depending on the direction of the Force relative to the displacement, if the Force is acting in the opposite direction of the displacement, the Work would be negative. So to support this, if the Force were to act in the same direction as the displacement, the Work would have to be positive. ***However, if the Force is acting (or has a component acting) neither in the opposite nor the same direction and is perpendicular to the displacement [eg. Force acting UP, displacement to the RIGHT], the Work is ZERO (0)***
The next section dealt with Work and Force at an Angle.
Basically, the Force acting upon the object in question is doing so at an angle (Ø). However, this angular force is not used to determine Work, only the Horizontal component is used in the calculation. (or the vertical one if it is parallel to the displacement in question). The way to calculate this horizontal component is given by Fx = F • cos(Ø). Therefore, to find the Work of an object moving as a result of an angular Force, we must use W = F • cos(Ø) • d.
Finally we briefly looked at the calculation of Kinetic and Gravitational Potential energies. Kinetic Energy (KE) is said to be: the work needed to accelerate a body of a given mass from rest to its current velocity. Gravitational Potential Energy (PE) is: the energy that an object of a given mass has by virtue of its position relative to an arbitrary "zero ground". The formulae for these are as follows:
Finally, we finished off class with a couple questions from the "SPORTS BOOK"!!! (Duck Book). We will be correcting those in class tomorrow (p. 330 q's: 1-6)
That's all for tonight, very, very, very, very sorry for the late scribe... Hope this will at least be useful for test review. Thanks, and tomorrow's scribe is...
Grey-M!!!
Saturday, November 3, 2007
POWER WORKING
- WORK is the product of force exerted on an object and the distance the object moves in the direction of the force. It has no direction and is therefore considered a scalar unit. WORK is measured in JOULES. It is calculated using the formula:
W = fd
- POWER is the rate of doing work or the rate at which energy is transferred. Power is measured in WATTS. it is measured using, where t is time:
P = w/t
Today in class, we did two GRUELING labs (just kidding). The first lab was about calculating our own work and power as we go up the stairs. First, the height of the stairs was measured, then the we recorded the amount of time it took for us to climb up the stairs at a constant pace. We needed the mass of the participants so we can calculate force using F = mg.
The second lab involved a cart with one kilogram of weight on it. The cart was held on top of a 30 cm-high incline, and was released going downhill. The time it took for the cart to travel one meter from the base of the incline was recorded. Three trials were done to acquire a much better result. Further calculations were made.
For both labs, questions were answered and were taken home as well because NOBODY finished them. Discussions about work and power will continue on MONDAY! I hope everyone has a great weekend! I'm not having a fun one so far because I got stuck at home.
I think I've covered everything we did in class on Friday. OH WAIT, Mrs. Kozoriz didn't give us candies! Anyway, do your labs over the weekend and see you guys on Monday!
The next scribe is... CRAIG.
Thursday, November 1, 2007
All Saint's Day Scribe
&I'm done. Woww.. scribing for Physics is so pointless.