Key Specifications/Special Features:
Conventional transformers have rectangular cores, whereas toroidal transformers have circular ('toroid' means 'circular') cores. The windings are placed around conventional cores by removing the top 'yoke' (horizontal member) of the core, making them easy to manufacture. For a toroidal transformer, however, the windings have to be actually wound around the core, making them much more difficult and, therefore, expensive to manufacture. Toroidal cores have less magnetic leakage than conventional cores, but are limited to small applications (e.g. hi-fi amplifiers, etc.), whereas conventional cores can be manufactured to any size.
inductance and resistance are the parameters of the choke cil
choke is connected in series not parallel.lol
An ideal choke coil has only inductance. It has zero resistance and no stray capacitance, therefore no resonances.
choke coils are various depend upon the specifications it built....for example if u take 0-5 amp choke coil it is used in household applications like for florescent lamps....
Tokamak
A ballute is a parachute which incorporates a toroidal balloon.
They put them to their electronically machines
there is no such thing, who ever said that is really dumb.........................................................................................................................................
A bagel is a toroidal bread roll which is boiled before it is baked.
Toroidal transformers produce less radiated noise (50 or 60 Hz hum) and generally are smaller and lighter than conventional laminated steel core transformers.
tokamak
A fixed choke is a choke that can not be removed or changed.
A 454 Chevrolet engine which is experiencing a choke light while the choke is physically open, indicates the choke is not receiving power. This can be caused by a loose connection or a defective choke.
Assuming you mean Toradol ( ketorolac). It does come in a pill form.
A beigel is another term for a bagel - a toroidal bread roll which is boiled before it is baked.
George R. Kempf has written: 'Toroidal embeddings'