phidl 1.4.3

PHIDL

PHIDL

GDS scripting that's intuitive, fast, and powerful. For Python 2 and 3.

• Installation / requirements
• Tutorial + examples (or try an interactive notebook)
• Geometry library + function documentation
• Changelog (latest update 1.4.3, Dec 12, 2020)
  • Added font support to pg.text() more info here
  • Added waypoint-based pathing pp.smooth() more info here
  • You can now easily Group objects together
  • Now introducing the path / waveguide module:

Installation / requirements

• Install or upgrade with pip install -U phidl
• Python 2 >=2.6 or Python 3 >=3.5
• If you are on Windows or Mac and don't already have gdspy installed, you will need a C++ compiler
  • For Windows + Python 3, install the Microsoft "Build Tools for Visual Studio"
  • For Windows + Python 2, install Microsoft Visual C++ Compiler for Python 2.7
  • For Mac, install "Xcode" from the App Store, then run the command xcode-select --install in the terminal

About PHIDL

fiddle (verb) - /ˈfidl/ - to make minor manual movements, especially to adjust something

PHotonic and Integrated Device Layout - GDS CAD layout and geometry creation for photonic and superconducting circuits

PHIDL is an open-source GDS-based CAD tool for Python 2 and 3 that significantly extends the excellent gdspy. The base installation includes a large library of simple shapes (e.g. rectangles, circles), photonic structures (e.g. sine curve waveguides), and superconducting nanowire shapes (e.g. single photon detectors) that are fully parameterized. It also has a built-in quick-plotting function based on matplotlib (or Qt) that allows you view the state of any GDS object, useful when scripting geometry-making functions. It also has a geometry library reference and a set of very thorough tutorials that will walk you through the process of getting acquainted with PHIDL.

The goal is to bring the usability of Illustrator / Inkscape drawing programs to the GDS scripting world. Like Python itself, it aims to be readable, and intuitive. For instance, when building a geometry you don't have to worry about what the exact coordinates are anymore. If you want to separate two ellipses in the x direction by 5 units, you can do things like this:

ellipse1.xmin = ellipse2.xmax + 5

or if you want to move then rotate one ellipse by 45 degrees you can do

ellipse2.move([1,7]).rotate(45)

There's a few dozen shortcuts like this that make life easier built into PHIDL--they're simple, but they make a world of difference when you just want to e.g. space a ring resonator some distance from a waveguide without having to track each and every coordinate of the shape.

There's also a "port" functionality that allows you to snap together geometry like Legos without caring about where exactly the absolute coordinates of either geometry is. For instance, connecting the above misaligned rectangles is a two-line command:

It also allows you to do things like add text and create smooth or straight routing curves between "ports" of different devices, convenient for making electrical or optical connections:

Other useful functionality available are standard operations like booleans:

and less standard ones like creating outlines. A whole layout can be outlined directly in the GDS without requiring you to use Beamer (useful for positive-tone resist structures):

pg.outline(D, distance = 0.7, layer = 4)

The geometry library also has useful resolution test-structures built into it, for instance

pg.litho_calipers(num_notches = 7, offset_per_notch = 0.1)
pg.litho_steps(line_widths = [1,2,4,8,16])
pg.litho_star(num_lines = 16, line_width = 3)

There are also handy functions to help pack shapes into as small an area as possible:

pg.packer(D_list, spacing = 1.25, aspect_ratio = (2,1))

You can also do things like create a backing fill to make sure the resist develops uniformly while still creating a solid ground plane, with user-defined margins. Below is an image of a device that needed a ground plane. A single-line fill function was able to fill the required area (purple), electrically connecting all of the ground structures together: