Recent content by ArixII
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Undergrad X-Ray Photography Safety: Risks, Precautions, and Resources
Marcusl, Thank you, I won't do it without safety requirement list. There would be no neighbors where I'd do it. There is a village out of the city I plan to realize the device in, and command by internet from city. The passers-by, yes, is a danger and I must study safety parameters. Well, I...- ArixII
- Post #5
- Forum: High Energy, Nuclear, Particle Physics
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Undergrad X-Ray Photography Safety: Risks, Precautions, and Resources
Davenn, Thank you for the caution notes and answers. Actually, the danger I realized in it, stopped me until now for a whole year. I'm a 36y.o. software engineer, so not that much in kid age to 'play' with danger. To turn back to the project, I defined a small set of rules for me: 1...- ArixII
- Post #4
- Forum: High Energy, Nuclear, Particle Physics
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Undergrad X-Ray Photography Safety: Risks, Precautions, and Resources
Hi, (I'm not native in English, sorry for if bad English) Some background: As a programmer I got more and more distance with physics. I bought a US x-ray tube off ebay to step to a hobby project that naturally keeps me on with refreshing physics knowledge. After the tube came, I jumped...- ArixII
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- Photography Project Ray
- Replies: 5
- Forum: High Energy, Nuclear, Particle Physics
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Elementary level question on Accelerometer scale factor
Hi, I've received a new accelerometer with a scale factor declared in datasheet as: 800 mV/g @ 1.5g. I googled and searched the forum but still can't fully be sure I understand the accelerometer and its functioning, so please correct me where I'm wrong: One thing that very helped me to get...- ArixII
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- Accelerometer Elementary Scale Scale factor
- Replies: 25
- Forum: Electrical Engineering
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Graduate Unifourm Continuity of f(x)=1/x on (0,+∞)
Thank you! Actually I didn't get a lot, but that the \epsilon = 1 helps as the function goes to infinity when x approaches zero. Puting a = x+\delta/2 I could not figure it out how this is useful. -
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Graduate Unifourm Continuity of f(x)=1/x on (0,+∞)
Hi, in this forum post, exactly at #4: https://www.physicsforums.com/showthread.php?t=52795" after a clarification for uniformly continuous function, it is written that: "...For example, f(x)=\frac{1}{x} is contiuous, but not uniformly continuous on the interval (0,+\infty) " I failed...