Electric Field Amplitude

The electric field amplitude ...

New Charging Method of Battery

Author: bestbatte

One of the biggest problems with batteries is the time it takes to recharge them. Run out of juice and it'll be several hours before you're mobile again, a particular showstopper for electric vehicles.

Today, Ibrahim Abou Hamad at Mississippi State University and few buddies reveal an entirely new technique for charging lithium ion batteries that could lead to exponential improvements in charging time.

The business end of a lithium battery such as Hp Pavilion ZT1100 battery, Hp Omnibook XT1000 battery, Hp Omnibook XT1500 battery, Hp Omnibook XE battery, Hp Omnibook XE3 battery, Hp Pavilion DV1000 battery, Hp Pavilion DV4000 battery, Hp Pavilion dv2000 battery, Hp pavilion dv6000 battery, Hp Pavilion dv8000 battery, Hp Pavilion dv9000 battery, the anode, consists of a graphite electrode, in other words a stack of graphene sheets, bathed in an electrolyte of ethylene carbonate and propylene carbonate molecules through which lithium and hexafluorophosphate ions diffuse. During charging, an electric field pushes the lithium ions towards and into the graphene sheets, where they have to cross a potential barrier to become embedded and stored, a process called intercalation.

The Mississippi team have studied the movement of these ions and molecules by creating a computer model of the forces acting on them. Their model consists of 160 carbon atoms arranged in 4 graphene sheets, 69 propylene carbonate and 87 ethylene carbonate molecules forming a liquid electrolyte and finally, two hexafluorophosphate ions and10 lithium ions. They then apply an electric field across this system and watch what happens.

It turns out that while the electric field pushes the lithium ions towards the graphene, the rate limiting step is the process of intercalation--the rate at which the lithium ions can cross the potential barrier into the graphene .

What Hamad and co have found is a relatively simple way to overcome this barrier. The trick is to superimpose an oscillating electric field onto the charging field. This has the effect of helping the lithium ions to hop over the barrier.

But get this: the team says there is an exponential relationship between the intercalation time and the oscillating field amplitude. So a small increase in amplitude of the field leads to a massive speed up of the process of intercalation.

"These simulations suggest a new charging method that has the potential to deliver much shorter charging times, as well as the possibility of providing higher power densities," they say.

That's a neat piece of work which should be relatively straightforward to test in a real battery.

That doesn't mean that we'll see a ten minute charging time for electric vehicles any time soon.

Battery performance is a complicated balance between huge numbers of competing factors. If this oscillating field does improve charging time in real batteries, manufacturers will then have to check its effect on other performance metrics such as the number of these charging cycles a battery can withstand and how long it holds its charge, to name just two.

Nevertheless, these Mississippi guys have come up with an interesting new approach that will have more than peaked the interest of battery makers around the globe.

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10 Responses to Electric Field Amplitude

  1. Peregrine says:

    I feel like maybe you could somehow use the electrical force equation somehow. I’m guessing you’re a physics major or maybe an engineer, but I haven’t encountered that type of problem before. Might be able to solve if given a day to look stuff up, but I’m not that devoted. Sorry.

  2. debydete says:

    The energy density “U” of EM radiation, in terms of the Electric field “E” is;

    U = E^2/u(o)c^2

    So;

    E = (c)SqRt[Uu(o)]

  3. caocow says:

    What is the corresponding electric field amplitude?
    The energy density of a particular radiation is 2.89 x10^-14 J/m^3. The speed of light is 2.99792 x10^8 m/s and the permeability of space is 4pi x 10^-7 N/A^2.

    What is the corresponding electric field amplitude?
    Answer in units of V/m.

  4. Jack W says:

    Electric field amplitude of a spherical wave?
    What is the electric field amplitude at a distance of 0.66m from a 87W lightbulb? Assume all the power of the bulb goes into light of a single color with wavelength=500nm and assume the bulb produces a spherical wave.

  5. ♦Heike♦ says:

    E = (1 / 4πε) (q / r²) r^

    q is the charge of the particle creating the electric force,
    r is the distance from the particle with charge q to the E-field evaluation point,
    r^ is the unit vector pointing from the particle with charge q to the E-field evaluation point,
    ε is the electric constant.

  6. Sam Williams says:

    Help with finding the peak amplitude of electric field of a laser beam?
    A laser beam carrying 15mW mm^ -2 travels in free space. What is the peak amplitude of the electric field? Not sure how to start, Thanks in advance. Sam.

  7. herbally_cool says:

    How do you find electric field amplitude given time average intensity of wave and frequency?

  8. kirchwey says:

    I(ave) = 15 mW/mm^2 = 0.015*1E6 (mm/m)^2 = 1.5E4 W/m^2
    I(peak) = 2I(ave) = 30000 W/m^2
    E = sqrt(I(peak)*Z0) = 3361.83125749436 V/m
    where free-space impedance Z0 = sqrt(µ0/e0) = 376.730313462204 ohms

  9. astronikil says:

    intensity=0.5*permitivitty*velocityoflight*electricfield^2
    ie. I=0.5*e*c*E^2 (e is permitivity)
    thus E is found(if E is sinusoidal)
    why frequency???????

  10. Matt says:

    How do you calculate electric field amplitude?
    I’m just looking for an equation with defined variables. All input is appreciated.
    Thanks.

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