Recent content by Mr confusion

  1. M

    Help with Understanding MESFETs and Impedance Matching

    thank you,gnurf. well, i think when internal impedance is the complex conjugate of the external impedance, then power transfer is max.for simple circuits, i can write this as internal resistance=ext resistance. so that is impedance matching... but how is it applied in electronics/mosfets/mesfets?
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    Help with Understanding MESFETs and Impedance Matching

    friends, i have got stuck in MOSFETs which we did today in class. i could not follow how MESFETS work- all i remember and my notes say is that i use a tungsten metal instead of metal oxide as we use in MOSFETS. but i could not detergent the mechanism. can anyone please help me a bit... also...
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    Fermions must be described by antisymmetric and bosons by symmetric

    moepemuk, can you please tell me what are the prerequisites to understand wigner's work?? i want to study and find this myself.
  4. M

    Why is -ih/2pi d/dx associated with the momentum operator in X basis?

    thanks, nunamjar. i will ask my professor what these generators are in my next class to understand the other posts. in classical mech, we have just completed lagrangian formulation.
  5. M

    Why is -ih/2pi d/dx associated with the momentum operator in X basis?

    but that was really surprising! i mean, X will always commute with f(x). that means momentum operator can be anything, not a definitum -ih/2 pi d/dx
  6. M

    Why is -ih/2pi d/dx associated with the momentum operator in X basis?

    thank you, friends. i have more/less understood it. but i think i still have a long way to go-about 50% of the posts basically went over my head. i will try my best to understand all of them- if i get stuck ,it is my earnest request to you all to show me the right way. thanks friends, you...
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    Why is -ih/2pi d/dx associated with the momentum operator in X basis?

    friends, this may appear a silly question to experts, but still... why/ on what physical reasons am i associationizing -ih/2 pi d/dx with the momentum operator while working in X basis? i mean, ok. in x basis the momentum operator takes the structurtum of the first derivative of the dirac...
  8. M

    Fermions must be described by antisymmetric and bosons by symmetric

    peteratcram thank you. well, ok. but can you please confirm me one thing?? in my chemistry course, i learned that spin does not arise due to a spinning electron. it is something inherent. now, when i think this again, i know electron is a particle. and like all particles, can it not spin in...
  9. M

    Fermions must be described by antisymmetric and bosons by symmetric

    many thanks, moepemuk. and the complicacy? ok. its also1D. THANKS!
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    Fermions must be described by antisymmetric and bosons by symmetric

    is my question understandable, friends? please tell me, i will place it more clearly then. actually my stock of english words is not much. sorry friends.
  11. M

    Fermions must be described by antisymmetric and bosons by symmetric

    moepemuk, although i did not fully understand those things , but can you tell the same thing in a easier way? i understand that we live in 3D , but still when i sit in classroom and solve a problem where an electron is coming from left to a barrier, it is still called an 'electron', ie . a...
  12. M

    Fermions must be described by antisymmetric and bosons by symmetric

    thank you , friends. i will remember what you said. but i am still finding it hard to understand how a particle can have an extra spin degree of freedom in one dimension. am i missing something fundamental?
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    Fermions must be described by antisymmetric and bosons by symmetric

    no friend, i do not know what supersymmetry is. my course has just started. but i am not telling that an electron acts as boson. i am just saying why it doesn't do so in one dimension problems where the concept of spin does not arise, -thus there is no spin statistics theorem playing in our minds...
  14. M

    Fermions must be described by antisymmetric and bosons by symmetric

    :confused: friends, we know that fermions must be described by antisymmetric and bosons by symmetric wavefunctions. but i was wondering why a particle of certain class behaves like that for ever? ie. say, an electron will never behave like a boson ?? my book says that there is a spin...
  15. M

    Discover Oscillator Applications in Electromagnetic Fields and Crystal Physics

    on a second thought, what if there was no cavity? i mean, i can still think of photons, can i not? thanks.
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