Torre peel







Torre de Smailholm, Escócia.


As torres de cascalho (também conhecidas como Torre peel ou Torre pele) são pequenas casas fortificadas ou casa-torre, construídas ao longo das fronteiras inglesa e escocesa nas Marcas escocesas[1][2] e no norte da Inglaterra[3], destinadas a observação onde os sinais de fogo podem ser acesos pela guarnição para alertar sobre o perigo que se aproxima[4].



Referências




  1. ↑ Barbara Mikkelson (23 de abril de 2012). «Etymology of blackmail». Snopes. Consultado em 26 de abril de 2012 


  2. ↑ Neville, Cynthia J. (1998). Violence, custom and law : the Anglo-Scottish border lands in the later middle ages. Edinburgh: Edinburgh University Press. pp. xiv, 1–226, p.1–2. ISBN 0748610731 


  3. ↑ Wilkinson, Paul (15 de fevereiro de 2007). «How I peeled back the years». The Daily Telegraph 


  4. ↑ Fraser, G. M. (1971). The Steel Bonnets: the Story of the Anglo-Scottish Border Reivers. Londres: Pan 



Ver também |


  • Lista de torres medievais


  • Portal da história
  • Portal do Reino Unido
  • Portal da guerra
























v • e
Elementos de arquitetura militar
Primitivos
Abatis • Atalaia • Castro • Castro romano • Castelo romano • Cova de lobo • Crannóg • Estrepe • Fortaleza • Forte de carros • Forte circular • Muralha • Paliçada • Pretório • Sudis • Valo
Medievais
Adarve • Alcáçova • Ameia • Barbacã • Balestreiro • Cadafalso • Casa-torre • Castelo • Cavalo de frisa • Cidadela • Couraça • Cubelo • Fosso • Gabião • Grade • Masmorra • Mata-cães • Obstáculo de contramobilidade • Pano de muralha • Ponte levadiça • Portas da cidade • Poterna • Praça de armas • Seteira • Torre albarrã • Torre da cerca • Torre de haver • Torre de menagem • Torreta
Renascentistas
Baluarte • Barbeta • Bataria • Capoeira • Canhoneira • Casamata • Cavaleiro • Caminho coberto • Contraguarda • Coroada • Cortina • Estaca punji • Fortaleza • Forte • Fortificação abaluartada • Guarita • Hornaveque • Meia-lua • Merlão • Obra exterior • Paiol • Redente • Reduto • Reparo • Revelim • Saco de areia • Tenalha • Troneira
Modernos
Arame de concertina • Arame farpado • Arame laminado • Artilharia de costa • Barracão Quonset • Barracão Nissen • Barreira de arame farpado • Barricada • Barreira hesco • Blocausse • Casamata • Centro de resistência • Cerca eletrificada • Dente de dragão • Espaldão • Linha principal de resistência • Mina terrestre • Ouriço checo • Ponto de apoio • Trincheira • Torre de artilharia • Torre Flak



-

Popular posts from this blog

Contact image not getting when fetch all contact list from iPhone by CNContact

Image
up vote 0 down vote favorite I know this question already asked but not getting solution. From this code I will get all the information from the contact but image not found when open vcf files on mac os, also not getting when share this file. I use this stackoverflow link here but It's not help full. var contacts = [CNContact]() let keys = [CNContactVCardSerialization.descriptorForRequiredKeys() ] as [Any] let request = CNContactFetchRequest(keysToFetch: keys as! [CNKeyDescriptor]) do { try self.contactStore.enumerateContacts(with: request) { (contact, stop) in // Array containing all unified contacts from everywhere contacts.append(contact) } } catch { print("unable to fetch contacts") } do { let data = try
Read more

count number of partitions of a set with n elements into k subsets

Image
up vote 6 down vote favorite 1 This program is for count number of partitions of a set with n elements into k subsets I am confusing here return k*countP(n-1, k) + countP(n-1, k-1); can some one explain what is happening here? why we are multiplying with k? NOTE->I know this is not the best way to calculate number of partitions that would be DP // A C++ program to count number of partitions // of a set with n elements into k subsets #include<iostream> using namespace std; // Returns count of different partitions of n // elements in k subsets int countP(int n, int k) { // Base cases if (n == 0 || k == 0 || k > n) return 0; if (k == 1 || k == n) return 1; // S(n+1, k) = k*S(n, k) + S(n, k-1) return k*countP(n-1, k) + countP(n-1, k-1); } // Driver program int ma
Read more

A CLEAN and SIMPLE way to add appendices to Table of Contents and bookmarks

Image
0 I found a lot of questions abount appendices and ToC. Many users want appendices to be grouped in an Appendix part, however some problems arise with ToC, hyperref, PDF viewer bookmarks, and so on. There are different solutions which require extra packages, command patching and other extra code, however none of them satisfies me. I almost found an easy way to accomplish a good result, where appendices are added to bookmarks in the right way and hyperref links point to the right page. However, the number of the "Appendix" part page is wrong (it's the number of appendix A). Is there any EASY way to fix that? This is a MWE: documentclass{book} usepackage[nottoc,notlot,notlof]{tocbibind} usepackage{hyperref} begin{document} frontmatter tableofcontents mainmatter part{First} chapter{
Read more