Recent content by melthengylf

  1. M

    Electric Fields through dielectrics

    Its equivalent, it's a conductor of length zero
  2. M

    Electric Fields through dielectrics

    http://hyperphysics.phy-astr.gsu.edu/hbase/electric/pplate.html And then you use the equation for capacitor in series 1/Ct=1/C1+1/C2
  3. M

    Electric Fields through dielectrics

    yes, i got confused, capacity is higher. and dielectric strength is irrelevant for low fields. what's relevant is dielectric constant. so, if dielectric constant of k is greater than the air, the capacitance of 2 will be greater.
  4. M

    Unitarity and locality on patgh integrals

    that's both excellent answers! I'm reading about it now. I'm really grateful.
  5. M

    Mass on a Spring: Determine Periodic Time, Frequency & Acceleration

    yes, those equations are wrong. the correct equations are those that I gave you. it is easy to do it yourself, just derive with respect to time and rember that sine and cosine are between 1 and -1. it is crucial to understand this that the maximum velocity or acceleration can't involve time
  6. M

    Mass on a Spring: Determine Periodic Time, Frequency & Acceleration

    look, max velocity is $\omega xmax$. max acceleration is $\omega^2 xmax$. you shouldn't have any "time" involved.
  7. M

    Electric Fields through dielectrics

    the dielectric generates an opposing electric field. as a consecquence, electric field is lesser than with vacuum, which is the best dielectric. equivalently, the capacitance of a filledcapacitor is lesser than the one with vacuum. the word in spanish is "apantallar", i don't remember the word...
  8. M

    Mass on a Spring: Determine Periodic Time, Frequency & Acceleration

    i don't think those equations of max velpcity have any sense. if they are maximum, why would tgey depend on time??
  9. M

    Unitarity and locality on patgh integrals

    my question is this: you know than in feynman path integra, you integrate eiS/hbar along all the fields. you also know that S is real and that it is the integral of local functions (fields and derivatives of fields). you also know that path integral generates an unitary and local...
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