March 12, 2017 at 3:14 pm
I visited the new Mathematics Gallery at the South Kensington Science Museum yesterday. It is a rather interesting gallery with all sorts of computing devices on show. Many will know that the HP 39 Gugnunc is hung from the ceiling in the centre of the gallery. There is a mathematical-looking 3D surface hung behind the aircraft which apparently shows a representation of the airflow behind it. I was puzzled though. I understand airflow in terms of streamlines as they pass around the airframe and behave in a related way as they pass downstream. In this display there is no actual connection between the 3D surface and the Gugnunc, they are simply hung near to each other. Now I must admit that, understandably, biplane aerodynamics was not on the syllabus when I was a student, but I could not credibly see how the two parts of the display related in terms of cause and effect. So I have a question which is have other forumers seen the display and did it make real aerodynamic sense to them?
That confusion aside, full marks to the Science Museum for getting the Gugnunc on public display after such a long time in storage and then at Wroughton.
By: HP111 - 14th March 2017 at 07:49
A pity about the pillars getting in the way, but that is a feature of the science museum. Better to have the aircraft with restricted view than not at all.
By: Pen Pusher - 13th March 2017 at 21:38
Hope HP111 doesn’t mind me posting these, rather than start another thread, but to say that photographing the Gugnunc is a challenge would be putting it mildly and don’t get me started on the white balance with all that coloured lighting. 😀



Brian
By: DragonRapide - 12th March 2017 at 17:29
What an inventive use of a long-hidden aircraft!
Haven’t seen the Gugnunc since Great Warbirds shows at Wroughton!
By: Graham Boak - 12th March 2017 at 17:25
From the photo, I’d say it shows streamlines bending around the aircraft and then curving into a vortex behind it. Obviously only a highly simplified impression of the real flow, but yes, fair enough given the constraints.
By: Pen Pusher - 12th March 2017 at 16:35
Might have a look tomorrow after my bimble around the Natural History Museum

Image from Museum Web Site
https://beta.sciencemuseum.org.uk/mathematics/#highlights
Brian