Recent content by marir
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Graduate Order or Grassmann, vector fields and tensors
Thank you so much, this explained a lot. I have a confusion going on about may things, but at least some pieces fell in place now.- marir
- Post #6
- Forum: Beyond the Standard Models
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Graduate Energy conservation in Lagrangian Mechanics
I don't think you can say a=g in your first example, since the acceleration of the rod is not specified. The rod lies in the xy-plane (like on a table), and has a force acting upon it making it slide, and this force causing it to accelerate is not specified. So therefore your Lagrangian in... -
Graduate Order or Grassmann, vector fields and tensors
OK, sorry for the spare comments on my notation. \theta \bar{\theta} are Grassmann numbers, and I think this is where my confusion is. They are anticommuting c-numbers, so in my head I am thinking it is irrelevant where I put them in my expression as long as the order among them is the same. Of...- marir
- Post #3
- Forum: Beyond the Standard Models
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Graduate Order or Grassmann, vector fields and tensors
Hello. There is one thing I can not find the answer to, so I try here. For instance, writing a general superfield on component form, one of the terms appearing is: \theta \sigma^\mu \bar{\theta} V_\mu My question is if one could have written this as \theta \bar{\theta} \sigma^\mu V_\mu ...- marir
- Thread
- Fields Grassmann Tensors Vector Vector fields
- Replies: 5
- Forum: Beyond the Standard Models