How can I write a conclusion for a Hookes law experiment?

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SUMMARY

This discussion centers on writing a conclusion for a Hooke's Law experiment, emphasizing the relationship between force, spring constant, and extension. Hooke's Law is defined as F = -kx, where F is the force in Newtons, k is the spring constant in Newtons per meter, and x is the extension in meters. The conversation also touches on the limitations of Hooke's Law and the distinction between the general form of Hooke's Law, σ = Eε, which relates to stress and strain in materials, and its application to springs. Participants are encouraged to analyze their data in relation to these equations to verify the validity of their conclusions.

PREREQUISITES
  • Understanding of Hooke's Law (F = -kx)
  • Familiarity with stress and strain concepts (σ = Eε)
  • Basic knowledge of mechanics and physics principles
  • Ability to analyze experimental data
NEXT STEPS
  • Research the limitations of Hooke's Law in real-world applications
  • Learn about Young's Modulus and its significance in material science
  • Explore the differences between linear and non-linear elasticity
  • Investigate experimental methods for measuring spring constants
USEFUL FOR

This discussion is beneficial for students in physics or mechanics, educators seeking to clarify Hooke's Law, and anyone conducting experiments related to elasticity and material properties.

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im having bother writing the conlcusion for hookes law experiment, can anyone help or point me in the right direction ?
 
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What is hookes law? Are there limitations of hookes law?
 
hooke's law states that spring extension is in direct proportion to the load applied, within the elastic limit of the spring F = KX

F is the force applied to the spring in Newtons (N)
k is the spring constant measured in Newtons per meter (N/m)
x is the distance the spring is stretched from its equilibrium position in meters (m)
 
so now relate that definition of hooke's law to your hypothesis and your observations. Mention its limitations.
 
Analyse the relationship between the conclusion drawn from your data and Hooke's law to verify its validity. Also, is there any anomalies? Do they indicate limitations of Hooke's Law?
 
I recently finished my first course in mechanics (or maybe I should call it physics course A, however...) but we also talked a bit about Hooke's Law. Unfortunately my teacher wasn't a "real" teacher in physics (actually he was a teacher of Mechanical engineering) and it doesn't look like we learned the "real" Hooke's law, can anyone explain to me what this is then in simple terms?:

σ = Eε

My teacher told us that this (^) was hooke's law. A quick look on wikipedia shows F=-kx, but also I can find σ = Eε if I scroll down a bit.

I know that sigma is the stress caused on a certain area (like the area of the cable holding up an elevator), E is the elastic modulus of a certain material, and epsilon, umm I don't know the word for it in english but I know what it is. :)

Thanks in advance.
 
F = -kx is an equation of motion. Your σ = Eε seems to be more of a definition of materials.
 
RobinSky said:
I recently finished my first course in mechanics (or maybe I should call it physics course A, however...) but we also talked a bit about Hooke's Law. Unfortunately my teacher wasn't a "real" teacher in physics (actually he was a teacher of Mechanical engineering) and it doesn't look like we learned the "real" Hooke's law, can anyone explain to me what this is then in simple terms?:

σ = Eε

My teacher told us that this (^) was hooke's law. A quick look on wikipedia shows F=-kx, but also I can find σ = Eε if I scroll down a bit.

I know that sigma is the stress caused on a certain area (like the area of the cable holding up an elevator), E is the elastic modulus of a certain material, and epsilon, umm I don't know the word for it in english but I know what it is. :)

Thanks in advance.

The σ=Eε is the general Hooke's law. It may be applied to any piece of elastic material, of any shape. In general all terms are tensors. For the simple case of a bar pulled by the ends with a force F , σ is the force per unit cross section area and ε is the relative elongation.
E is a material constant (Young's modulus).

F=-kx applies to a spring or any elastic object. Here k is a constant of the object and not of just the material. Springs made from the same material may have different values of k, depending on size and shape.
 
Ahhh! Thanks nasu for the good explanation, also I've noticed these "physic" words differ a lot from language to language :b however, big thanks!
 

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