2018 Citi Open – Men's Doubles

Henri Kontinen and John Peers were the defending champions,[1] but lost in the first round to Juan Sebastián Cabal and Robert Farah.

Men's Doubles
2018 Citi Open
Champions Jamie Murray
Bruno Soares
Runners-up Mike Bryan
Édouard Roger-Vasselin
Final score3–6, 6–3, [10–4]
Main article: 2018 Citi Open

Jamie Murray and Bruno Soares won the title, defeating Mike Bryan and Édouard Roger-Vasselin in the final, 3–6, 6–3, [10–4].

Seeds
  1. Oliver Marach / Mate Pavić (First round)
  2. Henri Kontinen / John Peers (First round)
  3. Łukasz Kubot / Marcelo Melo (First round)
  4. Jamie Murray / Bruno Soares (Champions)

Draw

Key

Draw
First Round Quarterfinals Semifinals Final
1 O Marach
M Pavić 		1 4
A Zverev
M Zverev 		6 6 A Zverev
M Zverev
M Bryan
É Roger-Vasselin 		63 77 [10] M Bryan
É Roger-Vasselin 		w/o
N Mektić
A Peya 		77 65 [5] M Bryan
É Roger-Vasselin 		6 6
3 Ł Kubot
M Melo 		4 5 WC D Kudla
F Tiafoe 		2 3
I Dodig
B McLachlan 		6 7 I Dodig
B McLachlan 		4 77 [10]
WC D Kudla
F Tiafoe 		w/o WC D Kudla
F Tiafoe 		6 64 [12]
J Chardy
N Kyrgios 		M Bryan
É Roger-Vasselin 		6 3 [4]
WC J Cerretani
L Paes 		62 6 [7] 4 J Murray
B Soares 		3 6 [10]
Q D Sharan
A Sitak 		77 3 [10] Q D Sharan
A Sitak 		6 1 [5]
K Khachanov
L Pouille 		4 7 [7] 4 J Murray
B Soares 		4 6 [10]
4 J Murray
B Soares 		6 5 [10] 4 J Murray
B Soares 		7 77
R Ram
J-J Rojer 		64 66 R Klaasen
M Venus 		5 62
R Klaasen
M Venus 		77 78 R Klaasen
M Venus 		64 77 [10]
JS Cabal
R Farah 		6 6 JS Cabal
R Farah 		77 64 [6]
2 H Kontinen
J Peers 		4 4

Qualifying

Seeds
  1. Divij Sharan / Artem Sitak (Qualified)
  2. Ilya Ivashka / Daniil Medvedev (Qualifying competition)

Qualifiers
  1. Divij Sharan / Artem Sitak

Qualifying Draw
First Round Qualifying Competition
          
1 Divij Sharan
Artem Sitak 		7 78
2 Ilya Ivashka
Daniil Medvedev 		5 66
WC Jordan Chrysostom
Trey Stinchcomb 		3 3
2 Ilya Ivashka
Daniil Medvedev 		6 6
gollark: Yes it does, just stick a 2TB M.2 disk into a USB enclosure.
gollark: (for earth gravity)
gollark: This is actually somehow really accurate.
gollark: True engineers approximate the pendulum time period formula $T=2\pi \sqrt{\frac{l}{g}}$ as $T=2\sqrt{l}$.
gollark: So basically just "optics but we are HIGHLY engineer-like and use the small angle approximation".

References
  1. "Citi Open Overview". ATP World Tour. Retrieved 27 July 2018.

Sources
This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.