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galaxii-star · 7 days

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how did you know i love 80s vibes

#{ 𝓶𝔂 𝓪𝓻𝓽𝓼 *:･ﾟ✧*:･ﾟ✧ }#mega man fanart #mega man classic #rockman classic #mega man #megaman #megaman megamix #megaman classic #proto man #proto man megaman

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brevmoment · 2 months

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some woodman for the soul

ft. shadowman having a revelation

#megaman #rockman #classic megaman #mega man #mega man classic #rock man #rockman classic #megaman classic #woodman #wood man #shadowman #shadow man #digital art #art

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hansungkee · 1 month

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What If Justice Energy Robot in Megaman 1?

Ghouls'n Ghosts Reference

Justice Energy Robot is Duo (Megaman 8) in Alternate ending of Megaman 1.

Whoa, this looks cool! Though the visual makes me think of Duo/Justicebot using a crystal ball or one of those 8balls to see into the future.

-- Spectrum W --

Megaman (C) Capcom Text Fixed by @firemanshug

#fanart #megaman #rockman #capcom #megaman classic #Rockman Classic #mega man classic #pixel art #mockup #Classic Megaman

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its-raining-here · 17 days

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some drawings for some etsy orders

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clowndrawz · 1 year

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day 1: terra.

#clowns art #megaman #megaman classic #rockman #stardroids #terra #mmvweek #fanart #rockman classic

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switchnx · 11 months

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Roll Alternate Universe!

A few things to note here:

This take on a Roll and Rock rollswap (get it?) AU is one where I wanted to not just alter the story, but consider how this would be reflected in/affected by the games themselves, so I started at the beginning, basing the art on the sprites and promotional art for Mega Man 1.

The designs for the Robot Masters and Doctors were all based on concept art and beta designs, really leaning into the “Alternate Universe” feeling. (Could make for an interesting crossover, perhaps!)

Roll’s armor here was modeled after the armor she wore in the OVA, fitting for the theme I was going for since I believe it was designed by Keiji Inafune, the character designer for the series for most of its history. I did simplify the armor a bit to match with the 1987 style.

I wouldn’t say anything here is finalized quite yet, but this is certainly a fun concept to explore! Let me know what you think, and any suggestions or questions you have!

(Bonus: How Roll’s Sprite would fit together given NES hardware limitations!)

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it-seemo · 8 months

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@yamcans00's Skulltober Day 15 - "Rock"

<- Day 14 | Day 15 | Day 16 ->

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notanotherzerofan · 11 months

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Oh, look what just came today...

Tha boys also decided to get in on this one too. :)

Don't ask why I don't have classic MM in plush form; I thought I did but I guess not... >.>;

Anyway, everything looks dang nice and now I kind of regret not getting the digital version of the book too 'cause I don't wanna damage the physical version. :/

Also kind of got lucky that nothing got damaged in the first place because the weather's been wet where I am for the last few days and the only other piece of mail that was in the mailbox with it did actually manage to get wet somehow.

Either way, eagerly awaiting the second half. :)

@mechanicalheartzine

#megaman #mega man #rockman #megaman classic #mega man classic #rockman classic #megaman x #mega man x #rockman x #mechanical heart zine #plushies #protoman #blues #x #zero #L007-GET

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magenta-racer · 2 years

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KISS, KISS, FALL IN LOVE!

*Roll used KISS* *It’s super effective!*

Aye, this ship again. I love them. ❤️ And helmless Bass was inspired by Hitoshi Ariga's sketch, though I decided to add the blond part because the idea of him having blond hair sounds cool too, like a reference to Zero.

Bass, Roll, and Mega Man title © Capcom.

#artists on tumblr #my art #bassroll #rollass #bass x roll #forteroll #forte x roll #mega man #mega man classic #megaman #traditional art #robot #robot master #couple #rockman #pencil #ship #rockman classic

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ortegatv · 2 years

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Rock or Mega man ?? !!!!

#art #digital art #video games #megaman #rockman #mega man classic #rockman classic #capcom #capcomgames #robot master #sketch

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galaxii-star · 12 days

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gives gemini man the most manwhore pose and the most derogatory look he could ever give to a child

#{ 𝓶𝔂 𝓪𝓻𝓽𝓼 *:･ﾟ✧*:･ﾟ✧ }#mega man fanart #mega man classic #rockman classic #mega man #megaman #megaman megamix #megaman classic #gemini man #rockman #art wip

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brevmoment · 2 months

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oh yeah while i'm here

every single robot master from wilys second line has sharp ass teeth

no exceptions

#megaman #rockman #mega man classic #rockman classic #sharp teeth #they all have sharp teeth #metal and quick would have the sharpest #brev speaks

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megaman-rockman · 2 years

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Blueprint Excerpts, Case 1

Hello everyone, I would like to welcome you to a (hopefully) reccuring segment called Blueprint Excerpts where we are going to be speculating on how some of the robots of the Mega Man series work! For a sci-fi franchise all about robots, we don't really know much about how these robots function, so we're gonna do some brainstorming and follow up calculations to connect the dots.

For this very first instance of Blueprint Excerpts, I want to talk about a subject lots of us have dreamed about, flight. Many Robot Masters in the Classic Mega Man series can fly, but today's specimen Gyro Man does it in a novel way; a propeller. Did you know Wily originally intended to give Gyro Man a more advanced propulsion system, but settled on the propeller to save money?

Blueprint Excerpts, Case 1: How Fast is Gryo Man's Propeller?

Propeller based flying machines, like helicopters, work by spinning fast enough that the upward force generated is at least equal to the force of gravity pulling the object downward. Technically thrust and drag are also elements, but today we are solely going to be concerned with the Lift Force and the Gravitational Force. The latter has a simple formula you have likely seen before:

F(g) = m*g

Where m is the mass of the object and g is the acceleration of gravity. The former, however, is much trickier, and we are already going to have to make some simplifications. The Lift Force of a propellered object is given by:

F(L) = k*p*(v^2)*A/2

Where k is a lift constant, p is the density of air, v^2 is the velocity of the propeller, squared, and A is the area swept by the rotating propeller. Using the fact that F(L) = F(g) at minimum, we can create a new equation for the minimum possible speed required:

v = sqrt((2*m*g)/(k*p*A))

Where sqrt means to take the square root. We're just gonna treat this at being near sea level with typical atmospheric conditions, so we'll take g = 9.81 m/s^2 and p = 1.275 kg/m^3. k is a value that is typically found using experiments, so... we're just gonna have to make something up. For reasons not really worth explaining, I'm saying its .55 (a link to a chart I eyeballed for angle of attack at 0 degrees will be in the sources below). If there is an unreasonable part to our calculation anywhere, its here. That leaves us with mass and area, which, uh... how big is Gyro Man? I don't believe he has a canon height or weight.

Using the Power Battle sprites as a scale, Mega Man is about 46 pixels tall, while Gyro is about 59, with his propeller being about 65. Mega Man is canonically 1.32 meters tall, so that makes Gyro Man 1.693 meters tall, and his propeller 1.865 meters long. That means the propeller sweeps an area of pi * (1.693/2)^2, or about 2.73 square meters, so thats A, the area. But what about the mass? Well, we're going to assume Mega Man and Gyro Man are uniformly dense and that they have an identical base area, only varying with height (which is frankly a silly thing to assume, but we have nothing else to go on, so hopefully it balances out), and that means Gyro Man's mass can be found by scaling up Mega Man's mass, which is canonically 105 kg, which gives us a mass of 134.7 kg. With all of this information, we can plug back into our original equation to find:

v=sqrt((2*134.7*9.81)/(.55*1.275*2.73)) = 37.1 m/s

So, is that our final answer? Unfortunately, no. That would be the speed if the propeller was just moving forward in a straight line. However, we are talking about rotational speed, specifcally Rotations per Minute, or RPM. So we need another equation, but this one isn't as complicated, though we will be using r, the radius (which is half the length of the propeller we found) and w, the angular velocity, as a midway point.

w = v/r

RPM = w*60/(2*pi)

RPM = v*60/(2*pi*r)

RPM = 37.1*60/(2*pi*(1.865/2)) = 380 RPM

So now, we have a final answer of 380 RPM... although our choices of k, the lift constant, and m, the mass, are a little suspect. Now we ought to ask ourselves, how do these compare to real life? Well a quick google search reveals typical helicopters operate with an RPM of 225 to 500... so actually our result is surprisingly reasonable. Somehow, Gyro Man has a somewhat feasible propeller speed. If you found these calculations disagreeable, though, feel free to reply with your criticsm or advice! I'm not some infallible math prodigy. For now though, fly on, Gryo Man.