WebOn Thursday, May 8, 2003, at 11:37 PM, yibin xu wrote: > > Dear All, > > I got a simple question here, how to change radius of CYLINDRICAL > HELICES(I actually want to make default cylindrical helices thiner). > Thanks very much in advance > Best regards > yibin > this is to turn on cylyndrical helices and make them thinner: #### show alpha helices as … WebMay 14, 2012 · I'm left wondering whether PyMOL should realize it's being fooled by the secondary structure predictions in egregious cases like this. I looked hard at the structure with cylindrical helices and started to interpret differences to a homologous structure, which seemed to have additional helices, and in perpendicular orientations. Best regards.
Exact definition of a circular helix - Mathematics Stack Exchange
WebSep 1, 2024 · Consider the circular cylinder. The geodesics are lines, circles or circular helices. These curves all have the constant curvature. But if you consider the osculating planes (span by T and N) of them, lines and … WebThe helix The helix Listen to a lecture about the helix shape to practise and improve your listening skills. Instructions Preparation Transcript Task 1 Task 2 Discussion Do you ever watch scientific lectures or talks like this online? Download Worksheet Try another listening Language level C1 - Advanced Topics science and technology Give it 1/5 chukker ridge cheyenne
Generating Helices in Nature Science
WebOct 1, 2002 · We study generic properties of cylindrical helices and Bertrand curves as applications of singularity theory for plane curves and spherical curves. Download to read the full article text Working on a manuscript? Avoid the most common mistakes and prepare your manuscript for journal editors. ... WebJan 24, 2024 · A cylindrical helical gear may be considered as the limit configuration of the Hooke’s wheel. To this end, let us first consider the infinite number of gear wheels, … WebOct 1, 2024 · One popular approach of generating a helix geometry is to construct a space curve out of plane curves; these are called associated curves. The generic properties of cylindrical helices and Bertrand curves (discovered by Bertrand, 1850) are studied by Izumiya et al. [20] as applications of singularity theory for plane curves and spherical … destiny\u0027s child kelly rowland