How do you guys write your vectors?

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Vector notation varies among physics and engineering disciplines, with common methods including arrowheads, underlining, and bold formatting. While some prefer the traditional arrowhead notation for clarity, others are adopting underlining or bold for convenience, especially in written texts. Richard Feynman's "Lectures on Physics" highlights the flexibility in vector representation, suggesting that individuals can create their own conventions. The discussion also touches on the use of LaTeX for formatting vectors, emphasizing the importance of clarity in communication. Ultimately, there is no universally "correct" method, allowing for personal preference in notation.
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In introductory physics and lower-level engineering courses, my professors would write their vectors with arrowheads on top. Now, I'm starting to see them being underlined a lot more. Why is this? Personally, I still like the arrowheads on top convention, but I can start underlining them if it would be beneficial in the long run.
 
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Well, in texts it is usually bold such as "vector R" but I don't think there is a "correct" way. I've seen over line, over arrow, under line, Bold, and left side lines (connected to letter)Most professors use over the top arrow since its easiest to denote (much easier then trying to make a letter bold!) But Richard Feynman is his "Lectures on Physics" explained all the many ways to denote, and ended it with "You can invent your own!" (pg 22 Vol II)
 
By hand, arbitrary vectors with underbar, unit vectors underbar with hat, e.g.
<br /> \ddot{\underline r} = \left(\ddot{r} - r\dot{\theta}^2\right) \hat{\underline e}_r + \left(r\ddot{\theta} + 2\dot{r}\dot{\theta}\right)\hat{\underline e}_\theta<br />

Using \LaTeX, bold italic (\usepackage[/color]{[/color]bm}[/color] and \renewcommand[/color]{[/color]\vec[/color]}[/color][1]{[/color]\bm[/color]{[/color]#1}}[/color]), e.g.
<br /> \ddot{\boldsymbol r} = \left(\ddot{r} - r\dot{\theta}^2\right) \hat{\boldsymbol e}_r + \left(r\ddot{\theta} + 2\dot{r}\dot{\theta}\right)\hat{\boldsymbol e}_\theta<br />
 
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