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Has the flash ever used the infinite mass punch?
In ‘JLA’ (1997) #3, Flash (Wally West) uses the Infinite Mass Punch in order to knockout Zum.
Can Barry do the infinite mass punch?
One of the Flash’s better known abilities is the incredible Infinite Mass Punch. Although the returned Barry can also use the Infinite Mass Punch, we’re attributing this particularly awesome power to Wally.
Is the infinite mass punch stronger than Superman?
Superman is not someone who is durable enough to boast such a feat. The Infinite Mass Punch uses the Flash’s extreme velocity, barraging the opponents with punches so potent they could disintegrate on impact. And here’s the thing – only one of those punches was able to knock Superman out.
Did Barry destroy the artificial Speed Force?
The artificial Speed Force was destroyed after Barry damaged the artificial Speed Force machine because it caused him to harm Iris West-Allen when he retrieved her from the Mirrorverse.
What is the blue flash?
Noun. blue flash (plural blue flashes) (meteorology, astronomy) A very rare phenomenon observed in the morning or evening when the sun is crossing or immediately below the horizon, in which a momentary flash of blue light appears above the upper rim of the solar disk, caused by refraction of light in the atmosphere.
What is the Infinite Mass punch?
The Infinite Mass Punch is a super power that allows Flash to overcome relativistic effects and accelerate his mass near infinity. In fact, the mass is accelerated near the mass of a white dwarf star. In reality, Flash is able to use his time traveling powers in order to do the Infinite Mass Punch.
How do you calculate the energy of the Flash’s Infinite Mass punch?
When performing the Infinite Mass Punch, The Flash runs just under the speed of light, and per the Laws of Relativity his mass increases exponentially until he reaches the Relativistic Mass of a White Dwarf Star. Thus, we can use the Relativistic KE Formula to calculate the energy of the IMP.
How many joules does the Flash’s hand weigh?
Applying the relativistic mass and the speed into here, and we get a result of 6.15900e49 Joules, well into the 4-B range. Credit for Gwynbleiddd for the calculation below: Assuming that the Flash’s hand has a resting mass of 5 kg and a relativistic mass of 1.2*10^30 kg (average white dwarf mass is between 0.5-0.7 solar masses so i’m using 0.6)
What is the ratio of the Flash’s hand to a white dwarf?
Assuming that the Flash’s hand has a resting mass of 5 kg and a relativistic mass of 1.2*10^30 kg (average white dwarf mass is between 0.5-0.7 solar masses so i’m using 0.6) Their ratio is equal to 2.4*10^29, which is the Lorentz factor γ.