Conservation Definition and 999 Threads

Conservation biology is the study of the conservation of nature and of Earth's biodiversity with the aim of protecting species, their habitats, and ecosystems from excessive rates of extinction and the erosion of biotic interactions. It is an interdisciplinary subject drawing on natural and social sciences, and the practice of natural resource management.The conservation ethic is based on the findings of conservation biology.

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  1. ximsooriginalx

    Conservation of Momentum of a ball

    Homework Statement A ball is thrown against a fixed wall where it bounces elastically. The mass of the ball is M and the velocity just before it hits the wall is U. Ignore the force of gravity in this question. a) Does the Principle of Conservation of Momentum apply to this situation? b) Obtain...
  2. C

    Conservation of Energy of a System

    Homework Statement :[/B] There is a system, beginning from rest, with two masses, m1 and m2. M1 is on a table and attached to a rope that goes over a pulley (that is NOT massless)and attaches to hanging mass m1. Between m2 and the table there is a friction(kinetic) of 0.1 M1=10kg M2=30kg Mass of...
  3. Q

    Conservation of momentum and mass of a ball

    Homework Statement A 0.160 kg ball makes an elastic head-on collision with a second ball initially at rest. The second ball moves off with half the original speed of the first ball. a) what is the mass of the ball b) what fraction of the original kinetic energy gets transferred to the second...
  4. A

    Conservation of energy and quantum weirdness

    Where, when, and why did the notion of conservation of energy become a law? I know that we are able to "invent" new means of "fixing" any apparent violations of this and further I understand that the new inventions of other energy forces have led us to new ways of seeing the world but I still...
  5. Q

    Conservation of Momentum law problem

    Homework Statement m1= 3kg m2= 6kg v1 = 5m/s v2= 2m/s d = 3m DIAGRAM : http://gyazo.com/17b3126726b109256a35f65b86708bb0 Homework Equations Conservation of momentum: m1+v1 = m1v1'+m2v2' Conservation of elastic: m1v1^2+m2v2^2 = m1v1'^2+m2v2'^2 The Attempt at a Solution Now my attempt...
  6. E

    How Fast Must a Car Go to Clear a 12m Loop and What Are the Max G-Forces?

    1. So the loop is known to be 12m in diameter (6m radius). Assume the car weighs 1250kg - how fast must the car go to clear the loop, and what will be its max G-forces endured? This was the question, which I have broken into 3 sections: a) Velocity at top of loop (done) b) Velocity at start of...
  7. S

    Is Momentum or Kinetic Energy Conserved in a Clay Collision?

    Homework Statement Two pieces of clay collide and stick together. During the collision, which of these statements are true? (a) Only the momentum of the clay is conserved, (b) only the mechanical energy of the clay is conserved, (c) both the momentum and the mechanical energy of the clay are...
  8. J

    Can we use conservation of energy law to find final velocity

    Homework Statement It's a simple problem, you kick a ball with an initial velocity of 5.4 m/s, the angle is 30 degrees. So the question is when does it land on the ground? So I thought that I could find final velocity so that I can use V = V(initial) + acceleration * time. My question is, can...
  9. binbagsss

    Conservation of four-momentum concepts, frames

    I've read that they must be calculated in the same frame , and so to calculate them in the easiest frame.. * So for a collision when I compute the momentum before and after I should do this in the easiest frame. Considering a specific collision where we are computing the minimum energy to...
  10. Q

    I have a question about a problem of conservation of momentu

    Momentum in rigid bodies; In this problem when I draw all the forces acting on the disc A, would the reactions: Ax, Ay; W, Friction, normal force; I do not understand is how to check that Ay = W, that's what I understand from the solution. Anyone have any tips on how to treat reactions in such...
  11. J

    Explaining depths reached by swimmer by conservation of energy/momentum

    Homework Statement If you dive into water, you reach greater depths than if you do a belly flop. Explain this difference in depth using the concept of conservation of energy. Explain this difference in depth using what you have learned in this chapter**. ** It is referring to the chapter of...
  12. P

    Conservation of energy in a wheel

    Homework Statement [/B] A wheel rolls without slipping on a plane, what magnitudes are conserved? The Attempt at a Solution . [/B] I don't know if the static friction force does any work. Energy won't be conserved if it does.
  13. L

    Car Accelerating Down Hill: Friction & Energy Homework

    Homework Statement A 900-kg car initially at rest rolls 50m down a hill inclined at an angle of 5.0^o. A 400-N effective friction force opposes its motion. (a) How fast is the car moving at the bottom? (b) What distance will it travel on a similar horizontal surface at the bottom of the hill...
  14. L

    Finding Spring Constant w/ Conservation of Energy

    Homework Statement An engineer is designing a spring to be placed at the bottom of an elevator shaft. If the elevator cable should break when the elevator is at a height h above the top of the spring, calculate the value that the spring stiffness constant k should have so that passengers...
  15. P

    Conservation of linear, angular momentum and energy in a collision

    Homework Statement Mass 2 collides with mass 1 as shown in the image, mass 1 is attached to the stick and it is initially stationary. Consider that the stick is massless and can rotate around the point O. The entire system is on a frictionless table. Which magnitudes are conserved in the system...
  16. blair chiasson

    Conservation of energy, potential energy function

    Homework Statement The potential energy for a mss m = 1.0 kg moving in one dimension is given by U(x) = (2.5J) sin πx. The mass starts at x = 0 with an initial velocity v = 0.71m/s. (The plus sign means the motion is in the positive x-direction.) Describe the subsequent motion of the mass...
  17. L

    Conservation of Energy Problem -- bullet fired into a ballistic pendulum

    Homework Statement A bullet has a mass of 7.5 g. It is fired into a ballistic pendulum. The pendulum's receiving block of wood is 2.5 kg. After the collision, the pendulum swings to a height of 0.1 m. What is the approximate velocity of the bullet? m_{bullet} = 7.5g = 0.0075 kg m_{wood} = 2.5...
  18. D

    Is the Noether Current \(M^{\mu;\nu\rho}\) Conserved in Klein-Gordon Theory?

    Homework Statement Hey guys. So I gota prove that the currents given by M^{\mu;\nu\rho}=x^{\nu}T^{\mu\rho}-x^{\rho}T^{\mu\nu} is conserved. That is: \partial_{\mu}M^{\mu;\nu\rho}=0. Homework Equations Not given in the question but I'm pretty sure that T^{\mu\nu}=\frac{\partial...
  19. M

    Understanding Conservation of Energy in a Block on a Rough Surface System

    So negatives always get me, no matter what and I'm having a hard time understanding the conservation of energy. Anywho, I'll continue. In a system, oh let's say a block on a rough surface with some intitial v and kinetic energy K at point A. After it gets to B, friction has done W amount of work...
  20. N

    Solving a Physics Homework Problem: Work, Energy, and Conservation

    Homework Statement A student holds a book at rest on the palm of her hand. She lifts the book straight up, bringing it to rest again at a higher point. 1. Is the net work done on the book positive, negative, or zero? 2. Is the change in the gravitational potential energy positive, negative...
  21. G

    Energy Conservation applied to Earth's surface

    Homework Statement With what initial speed must an object be projected vertically upward from the surface of Earshot rise to a maximum height equal to Earth's radius? (neglect air resistance.) Apply energy conservation. Homework Equations ##E_{k_1}+E_{g_1}=E_{k_2}+E_{g_2}##, however since...
  22. D

    Conservation of Energy, Car Driving with Drag Force

    Homework Statement A 710kg car drives at a constant speed of 23m/s . It is subject to a drag force of 500 N. What power is required from the car's engine to drive the car (a) on level ground? (b) up a hill with a slope of 2.0o? Express your answer to two significant figures. Homework Equations...
  23. L

    The moment of inertia of a rod that is rotating off the end of the rod.

    Is there a formula for the moment of inertia? A thin, uniform density rod is rotating about an axis that is off the end of the rod, so it looks a bit like this: ------- | (------- is the rod and | is the axis of rotation, so the rod is rotating out of the plane of your screen) I just have...
  24. P

    Exploring the Larmor Formula and Energy Conservation for Electrons

    Homework Statement In classical electromagnetism, an accelerated charge emits electromagnetic radiation. In non-relativistic limit, where the velocity of the electron is smaller than c, the total power radiated is given by the Larmor formula, to wit P=2/3*e2*a2/c3, where a denotes the...
  25. B

    Doppler Effect and Conservation of Energy

    Hi, Consider a person who holds a light source of frequency f. Consider an observer who sees this light. The energy of each photon as received by the observer is E = hf. The observer is now fixed. Now suppose that the person who holds the light source starts to move towards the observer, then...
  26. T

    Conservation of energy in the LHC

    If I understand the basics correctly, the idea behind the Large Hadron Collider is to discover de Higgs boson. To do this, they accelerate protons to 99,99999% the speed of light. I think it was Einstein who said that no particle with mass can ever reach the speed of light, there is a physical...
  27. R

    Conservation of Energy and Springs

    Homework Statement A mass starts from rest and slides a distance d down a frictionless θ deg incline. While sliding, it comes into contact with an unstressed spring of negligible mass, as shown in the figure below. The mass slides an additional distance as it is brought momentarily to rest by...
  28. minimario

    Waterslide and Energy Conservation

    Homework Statement Homework Equations Conservation of energy, F=ma The Attempt at a Solution (a) By the conservation of energy, we use points A and C as the initial and final, ## \frac{1}{2} m v^2 - \frac{1}{2} m 2.5^2= (m)(g)(9.76) \Rightarrow v = 14.1 m/s ## (b) Since ## W_{nc} = \Delta...
  29. G

    Violation of energy conservation law?

    There are two disks of the same size and mass. A 5N force acts through the center of the first and another 5N force acts through the bottom of the other. The forces both point to the right. According to what I have learned, the linear momentum of both objects will be the same, but the second one...
  30. R

    How Long Does a 2.02 kW Heater Take to Match the Heat from Solar-Heated Water?

    Homework Statement To help keep his barn warm on cold days, a farmer stores 859 kg of solar-heated water (Lf = 3.35E+5 J/kg) in barrels. For how many hours would a 2.02 kW electric space heater have to operate to provide the same amount of heat as the water does, when it cools from 11.3 to 0 °C...
  31. T

    Kinetic and potential energy in firing a cannon

    Homework Statement A 20.0 kg cannonball is fired from a cannon with a muzzle speed of 1000 m/s at an angle of 37.0° with the horizontal. A second ball is fired at an angle of 90.0°. (a) Use the isolated system model to find the maximum height reached by each ball. (b) What is the total...
  32. S

    [QM] Conservation probability to degenerate eigenvalues

    Hello =) I have a question regarding the conservation of probability in quantum mechanics. We know that the probability of a measurement of a given observable, is preserved in time if the observable commutes with the Hamiltonian. But this is also true if the value of the measurement...
  33. K

    Conservation of matter, mass, rest mass and energy

    Homework Statement Could someone please let me know if this is correct? I'm unsure about matter always being conserved, does it change whether we're talking about Newtonian physics or special relativity? To me, matter is conserved regardless but maybe there is something I don't know...
  34. S

    MasteringPhysics 8.82: Conservation of Energy/Momentum Problem

    A 0.150-kg frame, when suspended from a coil spring, stretches the spring 0.070 m . A 0.200-kg lump of putty is dropped from rest onto the frame from a height of 30.0 cm Find the maximum distance the frame moves downward from its initial position. To start off the question, I found the...
  35. D

    Kinematics Question. Incline, Spring, Friction

    Homework Statement Practice problem for midterm. Homework Equations [/B] T_1+U_1=T_2+U_2 U_spring=1/2kx^2The Attempt at a Solution [/B] Set X-axis along the 30 degree line and the Y-axis perpendicular. I'm not sure how to consider the friction constant into the formula. Any help is very...
  36. I

    Conservation of momentum and energy problem

    Hello, Could someone please provide me with a elastic collision problem where there are two objects one object with an initial velocity=0 m/s and the other object with a final velocity= 0 m/s. Thank you
  37. B

    Conservation of energy I think

    Homework Statement PLEASE HELP: A bead at the end of a vertical spring moves without friction along a horizontal wire. WHen the spring is perfectly vertical , the spring is neither stretched or compressed. Show that the bead experiences a restoring force, and that if x is small, then the...
  38. maxhersch

    Conservation of Energy w/ Frictional Forces

    Homework Statement During a rockslide, a 710 kg rock slides from rest down a hillside that is 500 m long and 300 m high. The coefficient of kinetic friction between the rock and the hill surface is 0.23...
  39. D

    Conservation of mechanical energy vs sum of forces

    When do one use the principle of conservation of mechanical energy to find the velocity of a mass, and when would you use the sum of forces equals to the mass times acceleration, and there after use a ds=v dv in order to find the velocity. The specific question related to this is a spring fixed...
  40. G

    Two kids sledding down frictionless hill- conservation of momentum/energy

    Homework Statement Gayle runs at a speed of 4.20m/s and dives on a sled, which is initially at rest on the top of a frictionless snow-covered hill. After she has descended a vertical distance of 4.77m, her brother, who is initially at rest, hops on her back and together they continue down the...
  41. G

    Example of a homogeneous, but not isotropic system

    Hi, I have some trouble understanding if linear momentum and angular momentum (and their conservation laws) are completely independent or not. For example, one can calculate the angular momentum of a uniformly moving body with respect to a fixed point in space and show that it is indeed...
  42. honeyspells

    Problem involving a skier, friction and conservation of energy

    ::A skier of mass 63.0kg starts from rest at the top of a ski slope of height 62.0m .A skier of mass 63.0kg starts from rest at the top of a ski slope of height 62.0m .A) If frictional forces do −1.00×104J of work on her as she descends, how fast is she going at the bottom of the slope? Take...
  43. T

    Is energy conservation violated in this system?

    Energy conservation violation First of all, I would like to say that this model is NOT a perpetual motion. It will stop eventually. What I want to say here is that the output useful work seems to be greater than input energy My system consists of 2 elements. Each element is a cylinder put on...
  44. F

    When the conservation of linear momentum is violated

    Hello Forum, The conservation of linear momentum is applicable when the net external force is zero or negligible compared to the internal forces. This principles is applicable to perfectly elastic, partially elastic and totally inelastic collisions. But only for perfectly elastic collisions the...
  45. Breo

    Angular Momentum Conservation (Lorentz transf. + Noether Th.)

    Homework Statement Prove $$ j^{\mu} = j_ {EXTERIOR}^{\mu} + j_ {INTERIOR}^{\mu}$$. Writing $$j_ {EXTERIOR}^{\mu}$$ in terms of the energy-momentum tensor. Prove $$j_ {EXTERIOR}^{\mu}$$ is related to the Orbital Momentum and $$j_ {INTERIOR}^{\mu}$$ to the spin.Sorry, for the lane shifts...
  46. X

    Pendulum Speed at Different Heights

    Homework Statement The pendulum shown (http://puu.sh/chwMZ/90f4b96fb1.png ) swings freely, turning around at a height of 10 cm above the lowest point in its swing. It has an unknown mass, but air resistance can be ignored. a) Use energy conservation to find its speed at the lowest point of...
  47. P

    Question on a ball dropping( conservation of energy)

    Homework Statement A ball of mass 1 Kg is dropped from a height of 7m and rebounds to a height of 4.5m Calculate: its kinetic energy just before impact the initial rebound velocity of the ball and kinetic energy. Account for loss of kinetic energy on impact...
  48. U

    Conversations in Compton Effect

    Homework Statement In the Compton Effect, which of the following is conserved? Select all that apply: Total relativistic momentum. Total energy of the photon. Rest mass energy of the electron. Total relativistic energy. Relativistic kinetic energy of the electron. Net charge. Homework...
  49. gcombina

    Collisions (Linear Momentum Conservation) (practice 7-9 Q9)

    Homework Statement Two objects of equal mass traveling toward each other with equal speeds undergo a head on collision. Which one of the following statements concerning their velocities after the collision is necessarily true? (a) They will exchange velocities. (d) Their velocities will...
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